Technical condition of houses: a framework for the Czech market

Tereza Jandásková (Institute of Forensic Engineering, Brno University of Technology, Brno, Czech Republic)
Tomas Hrdlicka (Institute of Forensic Engineering, Brno University of Technology, Brno, Czech Republic)
Martin Cupal (Institute of Forensic Engineering, Brno University of Technology, Brno, Czech Republic)
Petr Kleparnik (Faculty of Information Technology, Brno University of Technology, Brno, Czech Republic)
Milada Komosná (Institute of Forensic Engineering, Brno University of Technology, Brno, Czech Republic)
Marek Kervitcer (Faculty of Civil Engineering, Brno University of Technology, Brno, Czech Republic)

International Journal of Housing Markets and Analysis

ISSN: 1753-8270

Article publication date: 28 September 2022

Issue publication date: 18 December 2023

376

Abstract

Purpose

This study aims to provide a framework for assessing the technical condition of a house to determine its market value, including the identification of other price-setting factors and their statistical significance. Time on market (TOM) in relation to the technical condition of a house is also addressed.

Design/methodology/approach

The primary database contains 631 houses, and the initial asking price and selling price are examined. All the houses are located in the Brno–venkov district in the Czech Republic. Regression analysis was used to test the influence of price-setting factors. The standard ordinary least squares estimator and the maximum likelihood estimator were used in the frame of generalized linear models.

Findings

Using envelope components of houses separately, such as the façade condition, windows, roof, condition of interior and year of construction, brings better results than using a single factor for the technical condition. TOM was found to be 67 days lower for houses intended for demolition – as compared to new houses – and 18 days lower for houses to refurbishment.

Originality/value

To the best of the authors’ knowledge, this paper is original in the substitution of specific price-setting factors for factors relating to the technical condition of houses as well as in proposing the framework for professionals in the Czech Republic.

Keywords

Citation

Jandásková, T., Hrdlicka, T., Cupal, M., Kleparnik, P., Komosná, M. and Kervitcer, M. (2023), "Technical condition of houses: a framework for the Czech market", International Journal of Housing Markets and Analysis, Vol. 16 No. 7, pp. 58-79. https://doi.org/10.1108/IJHMA-07-2022-0106

Publisher

:

Emerald Publishing Limited

Copyright © 2020, Tereza Jandásková, Tomas Hrdlicka, Martin Cupal, Petr Kleparnik, Milada Komosná and Marek Kervitcer.

License

Published by Emerald Publishing Limited. This article is published under the Creative Commons Attribution (CC BY 4.0) licence. Anyone may reproduce, distribute, translate and create derivative works of this article (for both commercial and non-commercial purposes), subject to full attribution to the original publication and authors. The full terms of this licence may be seen at http://creativecommons.org/licences/by/4.0/legalcode


1. Introduction

Buying a house is typically the largest single investment for homeowners and selling a house is also an important decision (Khezr, 2015). The housing sector accounts for a significant share of investment in the economy. Based on Coldwell–Banker–Richard–Ellis (CBRE, the American commercial real estate services and investment firm) statistics, the share represents 62% of all investments during the first three quarters of 2020 in the Czech Republic (CBRE, 2022).

The subject of this research is the residential real estate segment, specifically the housing segment. The growing number of housing transactions requires an accurate determination of the fair market value. This requirement is for tax purposes or determining the asking price correctly, both in expert and appraisal practice and the real estate sector in general.

In the context of market value, houses are very specific assets representatives of the real estate sector, unlike classic commercial products (Endel et al., 2020; Wickramaarachchi et al., 2021), and form a heterogeneous market (Nam, 2020; Cupal, 2015).

Based on the International Valuation Standards, three basic approaches are recognized for real estate valuation. First is the cost approach, which is based on the cost that the same construction would require. The cost approach provides an indication of value (cost value) using the basic economic principle that a buyer will pay no more for an asset than the cost to obtain an asset of equal utility. This approach reflects physical deterioration and all other relevant forms of obsolescence and its impact to cost value (International Valuation Standards 2017, 2017). Second is the context of the income approach, where the expected cash flow generated by the building over its useful life, that is, potential long-term rental income, must be considered. Finally, the market approach is based on comparing identical or comparable real estate for which reliable pricing information is available. In the case of real estate, it is almost impossible to find identical real estate because these products are characterized by high heterogeneity. This heterogeneity impacts valuation accuracy (Dunse et al., 2010; Cupal, 2017). Knowledge of the prevailing market conditions is necessary for successfully determining the value by the market approach (International Valuation Standards 2017, 2017).

Market value is affected by many factors that can have either a strong or weak influence. Considering the highest possible number of significant price-setting factors of house properties is the fundamental objective of determining the market value and estimating the selling price. Most previous research identified elementary price-setting factors, such as the size of the house, location, technical condition, equipment and other factors. However, similar research is not available for the Czech residential housing market conditions. Some research studies focused on flood risk and its impact on market value; however, the impact of this price-setting factor has not been proved (Cupal, 2015).

Based on the best practice approach, some of the mentioned price-setting factors are used in the field of expert and appraisal practices in the Czech Republic. Nevertheless, the significance of these factors has not yet been proved. The appraisal is, therefore, a science and an art to a specific degree (Renigier-biłozor et al., 2019). Based on authors’ experiences and previous market analysis, houses are largely heterogeneous properties in the context of quality, size and technical condition. Some price-setting factors affect asset liquidity, especially time on market (TOM) (Wickramaarachchi et al., 2021).

A part of the price-setting factors can be easily quantified, such as house size, distance from the city center or age of the house. However, determining some price-setting factors is very subjective. Typically, the technical condition of the house (i.e. all building structures and parts) is used, specifically when it is not possible to conduct a detailed technical survey and detailed information is not available. Technical condition, often represented by age, is a significant price-setting factor in several research studies. However, the method of evaluating a specific condition is not usually described (Ventolo and Williams, 2005; Owusu-Manu et al., 2019; Rong and Sun, 2014; Ooi et al., 2014). Based on the market knowledge, a large number of sold houses were built in the past and repeatedly renovated and rebuilt. The paradigm that houses in the poor technical condition is hardly sold and are available for a long TOM is common in the community of professionals in the Czech Republic. In fact, Mcgreal et al. (2009) supports this paradigm by stating that the “oldest properties take longer to sell.” Nonetheless, there is no consensus on this issue. In Filippova and Fu’s (2011) research, the effect of the condition of building on TOM was not proved. Additionally, liquidity, represented by TOM, affects selling price (Filippova and Fu, 2011; Hui and Yu, 2012; Anderson et al., 2013; An et al., 2013; Mcgreal et al., 2009; He et al., 2020).

Thus, there is no standard or strict framework or recommendations on how to address the technical condition of houses in determining their market value in the Czech Republic. The research reacts to this gap and brings the framework of technical factors as well as the implementation of the liquidity indicator in the analysis of the market and determination of market value, respectively.

2. Objectives

This study aims to propose a framework for addressing the technical condition of houses, based on market value and empathy with the most significant housing structures, and recommend appropriate price-setting factors that can be easily used and are relevant to the local Czech market.

Based on these objectives, the two hypotheses are as follows:

H1.

Specific variables related to the technical condition of houses (such as the condition of the roof, condition of windows, condition of the bathroom, condition of façade and year of construction) can be replaced by a generalized single technical condition variable.

H2.

Houses in bad technical condition (i.e. house to refurbishment, house to demolition) spend a longer TOM than new houses.

This research supports professionals engaged in expert and appraisal practices and those in the real estate sector. As mentioned above, research focused on the price-setting factors of houses in the Czech Republic is limited, thus, making this study unique. The proposed framework can be used to support current valuation approaches. Additionally, it helps to understand the relationships among the technical condition determinants and their correct use. The preference for selling prices makes this different from other works focused on price-setting factors (Özsoy and Şahin, 2022; Gordon and Winkler, 2016; Khezr, 2015; Hui and Yu, 2012; Endel et al., 2020).

3. Literature review

Several factors affect the residential property value: location, housing type, accommodation (e.g. number of bathrooms), design and layout, energy performance, number of storeys, extent of grounds, gardens, site topography, state of repair, finishing standard and historical association (Shapiro et al., 2012). The authors preferred the segmentation of variables by Sirmans et al. (2005). Housing properties have several characteristics (price-setting factors) that may affect their value. These characteristics can be divided into the following groups: neighborhood, location, public services, external environment, structural elements, internal elements, external elements, marketing and sales factors and financial (Sirmans et al., 2005).

3.1 Neighborhood and location

Several studies label locality as a significant price-setting factor (Haider and Miller, 2000; Ferlan et al., 2017; Rong and Sun, 2014; Kliment et al., 2020; Mbachu and Lenono, 2005; Nachem, 2007; Anon, 2014; Frew and Wilson, 2002). It usually includes the availability of services, such as schools, work options, stores, social life opportunities and good interconnectivity to the city center. Price setting factors related to public services are considered e.g. He et al. (2020) and Zoppi (2015). At the local level, the price of flats was examined in Prague, the capital of the Czech Republic. Every extra minute of the commute to the city center was found to have a negative impact on the price of an average apartment. (Lukavec and Kadeřábková, 2017)

The group characteristics of public services overlap with the location of the group neighborhood. For example, Czinkan and Horváth (2019) estimated house prices to be lower by 11% if the distance from the center of the microregion in Hungary is about ten minutes.

3.2 External environment

This group is covered by the neighborhood and locality characteristics; however, some factors can be highlighted. From the perspective of positive effects on the price, lake or ocean view and availability of greenery are discussed (Jim and Chen, 2010; Anon, 2014; Ferlan et al., 2017). Conversely, some negative effects on the price are highlighted due to higher noise and air pollution levels (Burinskiene et al., 2011; Mccord et al., 2018). This is often connected to some local sources of pollutants in the neighborhoods, such as livestock farms, industrial zones and roads (Brandt and Maennig, 2011; Chen et al., 2013; Sirmans et al., 2005).

3.3 Structural elements

The size of the houses was often discussed in characterizing houses (Yavas and Yang, 1995; Ferlan et al., 2017; Nachem, 2007; Rodgers, 1994; Burinskiene et al., 2011; Özsoy and Şahin, 2022; Wickramaarachchi et al., 2021; Tomal, 2021; Abidoye and Chan, 2016). However, the objective age and house condition are analyzed in detail. Broadly, age and technical conditions are significant price-setting factors (Ventolo and Williams, 2005; Owusu-manu et al., 2019; Rong and Sun, 2014; Ooi et al., 2014). More specifically, Ooi et al. (2014) used the Construction Quality Assessment System to follow the impact of construction quality on housing prices, examining nearly 100,593 sale transactions in Singapore. The authors found strong evidence that selling prices of houses and rate of appreciation are related to the construction quality of new homes. This effect was confirmed in both primary and secondary markets. The authors further highlight that good-quality houses will also generate higher capital gains for owners and investors in the future (Ooi et al., 2014). Contrastingly, Özsoy and Şahin (2022) found no price effect of the age of the house in the research they conducted in the city of Izmir, Turkey. They used ordinary least squares (OLS) regression and a quantile regression model based on listing prices. Researchers from the USA analyzed a large amount of data, specifically 322,433 residential sales during the period 2012–2015, and proved that the condition of the house has a significant influence on property value. However, the authors point out that technical condition is not a widely used variable in pricing models. This analysis also found that the impact of property conditions on price is lower when market conditions are strong. In contrast, when market conditions are weak, the condition of the property has a significant impact on price (Miller et al., 2018). Energy labels must also be considered, and some studies found that these were price-setting factors (Hyland et al., 2013; Brounen and Kok, 2011; Chegut et al., 2020). A study by Xu et al. (2017) provides a unique method of decomposing house prices to the price of land and the price of the structure of the house. Their study states that the increasing age of a house may not have a negative impact on prices and that even older houses have a higher price-growth rate than houses of lower age.

3.4 Internal and external elements

As part of the equipment of houses, two categories are considered. There are several research studies considering internal and external elements, including a fireplace (Rodgers, 1994), air conditioner (Yavas and Yang, 1995; Khezr, 2015; Rodgers, 1994; Wickramaarachchi et al., 2021), swimming pool (Khezr, 2015), balcony (Khezr, 2015; Mesthrige and Ka, 2017), number of parking spaces, (Cirman et al., 2015; Wickramaarachchi et al., 2021; Khezr, 2015; Özsoy and Şahin, 2022) number of bathrooms (Yavas and Yang, 1995; Ferlan et al., 2017) and heating (Yavas and Yang, 1995; Rodgers, 1994). The results and significant levels vary by country.

3.5 Marketing and sales and financial factors

As these are economically related categories, both are again considered together. Specifically, the focus is on the liquidity indicator TOM. Macroeconomic factors are suppressed because researchers focused only on the local market – the Czech Republic (Section 4.1).

TOM is a basic health indicator of the housing sector (Cesaroni, 2022). Typically, it is measured based on the time it takes to sell a property (Cheng et al., 2008). It can be defined by the formula: TOM (ΔT = TM – E(TA)) (Bucchianeri and Minson, 2013), where TM is the date of sale, in the conditions of the Czech Republic’s submission of a proposal for a deposit into the cadastre of real estate; and E(TA) is an estimate of the date of the initial posting in the advertisement.

The real estate market efficiency indicator can be also represented by IΔP (IΔP = PM/E[PA]), where IΔP represents the index of price change; PM is the selling price; E(PA) is an estimate of the initial asking price, share between initial asking price (i.e. estimation of asking price should be burdened with as little variance as possible) and selling price (i.e. with its unequivocal selling time days).

There is no clear opinion on the relationship between TOM and selling price. Some studies found that selling price is affected by TOM – i.e. both positively and negatively – (Anderson et al., 2013; An et al., 2013; Mcgreal et al., 2009) and a nonlinear relationship was also indicated (He et al., 2020). Conversely, some studies did not find any influence of TOM on selling price (Anglin et al., 2003). In fact, TOM can be also affected by the availability of houses, transport connectivity or distance from the city center (Wickramaarachchi et al., 2021).

Very often, the size of the house is considered as a TOM-affecting factor (Mcgreal et al., 2009; Rossini et al., 2010; Jud et al., 1996; Li, 2004) Likewise, the age of the house and its technical condition are discussed as TOM-affecting factors (Mcgreal et al., 2009; Rossini et al., 2010; Filippova and Fu, 2011; Linggar et al., 2019).

Mcgreal et al. (2009) state that older properties take a longer time to sell. Increasing TOM as the building age rises is also confirmed (Linggar et al., 2019). Consistent with the research of Rossini et al. (2010), older houses get sold quickly through auctions in Adelaide, Australia. Conversely, any significant impact of the building condition on TOM was not indicated in Filippova and Fu’s (2011) study.

4. Data and methodology

4.1 Primary database

The primary database is a sample of 631 sold houses. The database was compiled by houses located in the district of Brno–venkov for the period March 2017 to February 2020. The district of Brno–venkov is a relatively compact urban area with approximately 222,300 inhabitants and is connected to Brno city, which has approximately 380,000 inhabitants. This area was chosen due to the similar accessibility to the city under the Brno metropolitan area, thus, offering relatively similar living conditions. It is examined using a microeconomic approach, and macroeconomic factors are not considered. Macroeconomic terms are assumed to be equal in the district because all macroeconomic indicators, such as unemployment rate, average wage, gross domestic product and inflation, are monitored at the district level and found to be equal for all municipalities.

4.2 Data collection

The database is composed of sales that were made in the form of an asking price mechanism and do not contain sales made through an auction or otherwise.

The database was first compiled from advertising published on a real estate portal (www.sreality.cz). Individual samples from real estate advertisements were tracked continuously and examined for core information from the Land Register. For individual samples, an asking price, a photograph of the object and a description available from the advertisement were first captured. During the period under study, the database was regularly expanded and checked for the selling price of individual houses. For each house, several data were registered, such as the cadastral territory, address (global positioning system), asking price and selling price, TOM, year of the sale, usable area of the house, size of the plot and other information contained in the real estate advertisement, including pictures of the property’s interior design and exterior architecture.

4.3 Variables

As the price-setting factors, variables were chosen and determined based on the specific housing market in the Czech Republic and the literature review. As stated, macroeconomic factors are assumed to be the same for all houses. Descriptive statistics summarize a given data set with all the included variables. Nominal variables have no measurement of variability and inherent rankings. Table 1 presents an overview of used price-setting factors. Variables inspired or related to other research are: asking price, useable area, area of building plot, size of municipality, distance from Brno city, IΔP, TOM, year of sale, risk of flood, direct train connection to Brno, direct bus connection to Brno, parking possibilities, swimming pool, air conditioner, heating system, energy label, technical condition, bathroom, year of construction, balcony/terrace, change in asking price and number of times the property was advertised. Locally related variables are new houses per inhabitant, Metropolitan area and other appliances.

To determine the influence of all price-setting factors, these factors were divided into groups based on the study of Sirmans et al. (2005), see in Figure 1.

4.3.1 Neighborhood location “N&L”.

The distance from Brno city was considered (kilometers), and the building plot area, metropolitan area and new houses per inhabitant were included in this category.

4.3.2 Public services “PS”.

Price-setting factors for this category were not followed separately. Public services and public amenities are represented based on the size of municipalities and location of municipalities in the metropolitan area of Brno. However, a direct connection by bus or train to Brno was considered. This approach was chosen based on preresearch analysis of the housing market.

4.3.3 External environment “EEN”.

Based on our preresearch analysis, other variables were not included. Price-setting factors, including the source of noise and the existence of historical monuments, especially castles and churches, were tested. Multivariate regression analysis was provided for 98 samples of houses in the Brno–venkov district. The significance of these factors was rejected at 0.05 significance level (Kliment et al., 2020). The risk of the flood was followed.

4.3.4 Structural elements “SE”.

General technical variables such as usable area (sqm), number of flats in the house, number of floors, use of attic, the structure of the house (single, double and terraced) and estimated year of construction (in intervals 0–5, 5–30, 30–70 and above 70 years) were considered. Also, the material base of the house (brick and wood) was included. Wooden houses accounted for only 1% of the houses sold.

The category of material bases and geometry comes from the field of cost valuation and verify the assumption of connection of market value and cost of houses. Especially cost settings factors like the number of floors or roof shape (Alshamrani, 2017; Wang et al., 2006; Elhag et al., 2005). However, this issue will be deeply researched in another article as building components are considered the most significant parts in view of future costs for refurbishment. Also, these elements are easily characterized by pictures.

And finally, the technical condition of the houses was evaluated by applying the general technical conditions and condition of the envelope components (i.e. condition of façade, windows, roof, bathroom and year of construction) separately. The detailed values of variables are presented in Tables 2 and 3.

4.3.5 Internal elements “IE”.

The cost level of interiors (low and high), heating system, sustainable technologies (e.g. renewable energy, solar panels for hot water and photovoltaic panels), fireplace and air conditioning were considered as the internal elements.

4.3.6 External elements “EE”.

Parking possibilities, garage included, swimming pool and other appliances, such as a shed, wine cellar and pergola, are included in the price-setting factors category for external elements. These elements were considered based on knowledge of the local market. It is possible to find other forms of appliances in many cases. In addition, roof elements, such as skylights, sunroofs and the existence of a balcony or a roof terrace were also considered.

4.3.7 Marketing and sales factors, financial factors “M&SF”.

Indicators of market efficiency were considered. The share (IΔP) between the asking price and selling price (realizing a market transaction) was monitored. The reduction in listing price linked to the property’s (i.e. house) size was considered (Gordon and Winkler, 2016). Also, the TOM was monitored for all the database samples. One of the most important determinants of transaction/selling price is the asking price. Finally, a year of sale was registered for the samples. The variable for asking price and the variable change in the asking price were also included in this category, as well as the variable change in the asking price, which relates closely to the variable IΔP. The last variable included in this category is the number of times the property was advertised.

4.4 Methodology

Primary databases and two subdatabases, specified in Section 5, were evaluated via regression analysis. This method is frequently used for estimating a quantity (dependent variables and explanatory variables) according to the knowledge of other quantities (allow variables, explanatory variables and regressors). However, it assumes a linear functional relationship between individual regressors and dependent variables and represents a linear regression model. The linear regression model should be a suitable type of statistical model for obtaining an estimate of continuity that is dependent on variables (e.g. price, price index and insurance value). The most common and simplest method is the OLS estimator. However, this technique is suitable only if the Gauss–Markov assumptions are fulfilled. Usually, more than one regressor (predictor) is used; thus, a multiple linear regression model is needed. One explained variable is always available. Alternative models were tested using a generalized linear modeling approach. The log link function and exponential link function obtained the most accurate results (Seber and Lee, 2012; McMillen, 2004).

5. Correlation

The variables were investigated via the Pearson linear correlation and the Spearman nonparametric correlation. The Pearson correlation indicates a linear relationship between two ratio variables. The Spearman rank correlation specifies the dependence for ordinal data without the assumption of continuous and normally distributed variables.

6. Results

6.1 Correlation between variables

Table 4 shows the dependencies of variables that exceeded 0.40 (Table 4). The correlated variables relate to the technical conditions of the sampled houses. This indicates that it is redundant to analyze the components of the house envelope separately. It is suitable to use only the variable technical condition of the house.

The Spearman correlation was compiled for the ordinal variable, that is, the technical condition. This type of correlation is suitable for nonlinear dependencies robust to outliers. For this reason, this correlation was considered for ordinal variables, such as energy labels and technical conditions.

Pearson correlation x was compiled for the remaining variables. Some correlated variables were detected between the examined house components. We argue that this effect is caused by houses after a complete refurbishment when significant parts of the house envelope components are in very good condition. A strong correlation (0.66) was found between technical condition and year of construction, convincing us to use these two variables together. Even though many houses are classed as after complete refurbishment, higher age of houses was included; however, the house envelope components were in good condition, as good as a new structure. A strong correlation was found between the material base of windows and their technical condition (–0.86). Especially in the case of old houses prior to refurbishment, specifically where original wooden windows were used. Finally, a semi-strong correlation (0.41) between the position of houses and the year of construction can be argued by the typology of houses in the examined locality. The correlation between the attic and the number of floors is obvious. The top floor overlaps the attic, and the same situation is evident for the number of floors and roof elements. Table 5 shows the Pearson correlation with a strong correlation that is above 0.50.

6.2 Descriptive statistics: time on market vs technical condition

Descriptive statistics are shown for the two variables TOM and IΔP, according to the technical condition and year of construction. The layout of the examined database is evident in Table 6. Based on the average of TOM, houses in bad technical condition were sold more quickly than houses in good technical condition, labeled as functionally obsolete and new houses, respectively. Similarly, TOM, compared to new houses, was found to be lower by 67 days in the case of “house to demolition” and lower by 18 days for “house to refurbishment.” The difference in TOM between functionally obsolete houses and new houses varies slightly.

The trend of lower TOM for houses in bad technical condition was confirmed by dividing houses by year of construction and age, respectively.

A clear trend was found for IΔP, but none was found for the variables technical condition and year of construction. IΔP represents the share between asking price and the selling price. Results vary slightly by up to 5%. This applies to the division according to the technical condition and year of construction (Table 7).

6.3 Regression

The price of real estate – selling price, for the purpose of this study – is considered a dependent variable, and the remaining variables should determine the price as predictor. The computed model using the OLS estimator under the Gauss–Markov assumption provided adj. R2 = 0.8878, indicating a good determination of variables (Table 8). This also confirmed the appropriate choice of predictors.

A second model was based on the generalized linear modeling approach. The log link function was determined to be better than other models based on a comparison of the Akaike information criterion (AIC) and the Bayesian information criterion (BIC) (Chakrabarti and Ghosh, 2011). The AIC is a statistic that considers both the likelihood of the model and its complexity. In contrast to the AIC, the BIC severely penalizes complex models (Seber and Lee, 2012; Mcmillen, 2004; Chakrabarti and Ghosh, 2011).

In the case of the log link function, the Wald test was used for all the variables and the results of the generalized linear model (GLM) were preferred over those of the OLS model because of their higher accuracy, see Table 9.

The GLM exponential link function was considered, and the result varied only slightly and did not bring any significant changes as compared to the first GLM model.

Following hypothesis H1, two subdatabases (A and B) were modified from the primary database and examined. The selection of variables is based on previous OLS and GLM analyses. This step was made because these variables are found to be statistically significant at the 0.05 level, see Table 10.

The components of the house envelope were divided into several variables. Variables from a group of structural elements “SE” were distributed to A and B subdatabases. In subdatabase A, the variable technical condition is included as a single variable to reflect the technical condition of houses. In subdatabase B, technical condition is distributed to variables, such as condition of roof, condition of window, bathroom, condition of façade and year of construction.

Based on the Wald test, values for the variable technical condition “functional obsolescence” and “new” showed the highest positive impact on selling price.

Descriptions of the variables and values are given below (Table 11). Subdatabase B contains more specified technical conditions represented by five variables. These variables follow the condition of the main parts of the building envelope, namely, the windows and roof. Comparing the Wald stat, the highest effect on selling price were from the variables technical condition and “functional obsolescence.”

Based on the Wald stat, the highest effect on selling price were from the variables, such as the condition of roof, “satisfactory”; condition of windows, “original”; bathroom, “new”; condition of façade, “original”; and year of construction, “up to 70 years.”

Based on a comparison of the AIC and BIC of subdatabases A and B, subdatabase B was determined to be better. Lower AIC and BIC values indicate a better ability of the model to fit the observed data. Thus, models with lower AIC and BIC values are preferred (Seber and Lee, 2012; McMillen, 2004) see Table 12.

7. Framework and discussion

Following the research objective, proposing a framework for professionals in the Czech Republic focused on appropriately reflecting the technical conditions of houses in market value estimation and defining the most affecting price-setting factors are inseparable.

H1 Specific variables related to the technical condition of houses (such as the condition of roof, condition of windows, condition of bathroom, condition of façade and year of construction) can be replaced by a generalized single technical condition variable.

This hypothesis is slightly rejected based on a comparison of the AIC and BIC of subdatabases A and B. The subdatabase B reports a better model ability to fit the observed data and a higher informative value of the model. Using detailed variables leads to a reduction in both AIC and BIC. However, the decrease in AIC and BIC is not dramatic. Therefore, it is doubtful if the time spent on detailed analysis is properly appreciated. The authors recommend a proper analysis of the various envelope components, such as roof, façade, windows and interior condition. If the condition of these components varies slightly, it could be sufficient to reflect technical condition to a generalized single technical condition variable. After all, researchers often tend to use a single variable to represent the technical condition of a house (Miller et al., 2018; Ooi et al., 2014). However, if the condition of the various envelope components significantly varies, it is beneficial to take into account the partial conditions of individual components as proposed subdatabase by B.

Also, there are studies using the age of a house (Xu et al., 2017; Owusu-manu et al., 2019; Sirmans et al., 2005; Rong and Sun, 2014). This is not practical because houses can be refurbished, and the property’s age is misleading. As stated by Marsh (2017), especially in Europe, it is not common to consider the demolition of houses at the end of their life cycle. Thus, the valuator’s task is to consider proper variables.

H2 Houses in bad technical condition (i.e. house to refurbishment, house to demolition) spend a longer TOM than new houses.

This hypothesis was rejected based on the results shown in Table 6. The variable “house to refurbishment” had an average TOM of 241 days, whereas new houses had an average TOM of 259 days. Houses set for demolition had an average TOM of 192 days, compared to functional obsolescence houses, which had an average TOM of 259. Notwithstanding, there are only five houses labeled as houses to demolition.

On average, houses in bad technical condition (house to refurbishment) have a shorter TOM than new houses. Specifically, houses to refurbishment have an average of 18 days less TOM than new houses.

Also, H2 represents paradigm, which is common among the community of professionals in the Czech Republic, was not confirmed. The study results can be identified with the results of Filippova and Fu (2011). The impact of the condition of the building on TOM was not proved.

As a part of the objective, price-setting factors are recognized and can be applied in the Czech local market. It arose as a by-product of our analysis of price-setting factors focused on technical conditions.

The following summary comprises the variables that are recommended to be used in determining the market value and the list of other studies that consider these variables to be significant. The group of “N&L” contains the following variables of the area of building plot and locality, represented in this research by distance to the city of Brno (Ferlan et al., 2017; Rong and Sun, 2014; Kliment et al., 2020; Mbachu and Lenono, 2005; Nachem, 2007; Anon, 2014; Frew and Wilson, 2002). In the “PS” group, direct bus connectivity (Lukavec and Kadeřábková, 2017; Czinkan and Horváth, 2019) is recommended. Significant variables in the “M&SF” group are the asking price, price change IΔP, year of sale and nominal variable change in the asking price. The authors recommend adjusting the samples used to determine the market value; for example, by IΔP coefficient according to the local market situation. The significant variables in the “EE” group include parking possibilities (Cirman et al., 2015) and other appliances, such as a shed, wine cellar or pergola. From the “IE'” group, the following variables are recommended: fireplace (Rodgers, 1994) and cost level of interiors. The general and geometric variables from the “SE” group are usable areas (Yavas and Yang, 1995; Ferlan et al., 2017; Nachem, 2007; Rodgers, 1994; Burinskiene et al., 2011; Wickramaarachchi et al., 2021; Özsoy and Şahin, 2022; Tomal, 2021; Abidoye and Chan, 2016) number of flats, heating system and position of the house. The remainder price-setting factors are included in H1.

8. Conclusions

The first part of the research aims at the missing framework for using a variable of technical condition of houses to determine the market value. This is represented by H1: specific variables related to the technical condition can be replaced by a generalized technical condition variable that was rejected. Based on a comparison of AIC and BIC, subdatabase B reports a slightly better value. The subdatabase B contains specific variables, such as the condition of the façade, windows, roof, bathroom and age or year of construction. Authors recommend using the generalized single technical condition variable only in the case when the technical condition of separate components varies slightly. Nonetheless, the consideration of individual envelope components is preferred.

The second part of the research is represented by H2: Houses in bad technical condition (i.e. house to refurbishment and house to demolition) spend shorter TOM than new houses. Based on the analysis, TOM was found to be lower by 67 days in the case of the “houses to demolition” and by 18 days for houses to refurbishment compared to new houses. The difference in TOM between functional obsolescence houses and new houses varies slightly. No influence of technical conditions on IΔP was proved.

The most significant price-setting factors useful for the determination of the market value by professionals in the Czech Republic in the segment of housing were recommended, such as the usual price-setting factors of locality, asking price, size of the house or direct bus connection to the city of Brno. Additionally, less typical price-setting factors were proved to be significant, such as number of flats (in the case of multi-flat houses), the existence of fireplace or the availability of parking space.

The results of research, especially reconditioning of technical condition framework as well as an overview of the most significant price-setting factors, could be eventually implemented into legislative regulations regarding market value determination. However, this research is concerned with the microeconomic context of the metropolitan area of Brno city only.

The next step of our research will be the creation of a probit model and a two-stage least squares model for the IΔP and TOM variables. These findings will be useful for real estate experts and appraisers, and real estate agents.

Figures

Schematic distribution of price-setting factors

Figure 1.

Schematic distribution of price-setting factors

Summary statistic of the variables

Variable Mean SD Min Max
Asking price 4 569,639.94 2 967,580.92 360,000.00 24,900,000.00
Usable area 181.26 94.52 30.00 772.00
Area of building plot 713.65 648.57 36.00 5,800.00
Distance from Brno city 16.29 8.14 1.20 36.50
Size of municipality 2,679.98 2,717.41 65.00 10,997.00
IΔP 0.88 0.15 0.14 1.84
Time on market 248.22 175.92 10.00 1,075.00
Year of sale 1.21 0.84 0.00 3.00
New houses per inhabitant 0.05 0.04 0.00 0.00
Risk of flood 0.11 Dummy
Direct train connection to Brno 0.30 Dummy
Direct bus connection to Brno 0.60 Dummy
Parking possibilities 1.31 Dummy
Swimming pool 0.12 Dummy
Other appliances 0.48 Dummy
Fireplace 0.17 Dummy
Air conditioner 0.03 Dummy
Cost level of interior 0.08 Dummy
Number of flats 0.16 Dummy
Material base 0.01 Dummy
Number of floors 0.57 Dummy
Heating system 0.97 Dummy
Energy label 0.00 Dummy
Technical condition 1.48 Dummy
Shape of roof 0.95 Dummy
Roof material 2.11 Dummy
Roof elements 2.82 Dummy
Condition of roof 0.97 Dummy
Condition of windows 1.16 Dummy
Material base of windows 0.39 Dummy
Bathroom 1.22 Dummy
Façade condition 0.97 Dummy
Position of house 1.65 Dummy
Year of construction 1.80 Dummy
Balcony/terrace 2.39 Dummy
Attic 0.56 Dummy
Metropolitan area 1.98 Dummy
Change in selling price 0.86 Dummy
Number of times the property was advertised 0.23 Dummy

Distribution of the factor technical condition

Technical condition
Factor distribution No. of elements in the database [pcs] Percentage share [%]
New house (up to 5 years) 60 10
Functional obsolescence 210 33
House for refurbishment 356 56
House to demolition 5 1
Total 631 100

Distribution of the technical factors

Variables Factor distribution No. of elements in
the database [pcs]
Percentage share [%]
Shape of roof Flat roof 34 5
Sloping (simple) 592 94
Sloping (complex) 5 1
Roof material Foil covering 8 1
Asphalt strips 3 0
Standard folded roofing 568 90
Nonstandard folded roofing 17 3
Sheet metal roofing 35 6
Roof elements Dormer 116 18
Roof window 93 15
Light tube 0 0
Combination 0 0
Without roof element 422 67
Condition of roof New 154 24
Satisfactory 354 56
For refurbishment 112 18
To demolition 11 2
Condition of windows Original 206 33
Satisfactory 119 19
New 306 48
Material base of windows Plastic 386 61
Wooden 245 39
Aluminium 0 0
Bathroom New 99 16
After refurbishment 127 20
Partial refurbishment 216 34
Original 189 30
Façade condition Original 272 43
For refurbishment 103 16
New 256 41
Position of house Detached house (in the middle of the plot) 19 3
Detached house (façade to the street) 187 30
Terraced house 425 67
Year of construction Up to 5 years 61 10
Up to 30 years 94 15
Up to 70 years 399 63
Over 70 years 77 12
Balcony/terrace Balcony 96 15
Loggia 2 0
Terrace 385 61
Oriel window 1 0
Architectural elements 1 0
Without balcony/terrace 146 23
Attic Attic 321 51
Residential attic 264 42
Full floor 46 7

Spearman correlation

Spearman correlation
Variable Energy label Technical condition Condition of roof Condition of windows Material base of windows Bathroom Façade condition Year of construction Attic
Technical condition –0.811058 1.000000 0.579540 –0.478040 0.446902 0.706805 –0.846930 0.656898 –0.414814
Energy label 1.000000 –0.811058 –0.548676 0.483539 –0.435910 –0.673074 0.755318 –0.611260 0.434231

Pearson correlation

Pearson correlation
Variable No. of floors Roof elements Condition of roof Condition of windows Material base of windows Bathroom Façade condition Year of construction Attic
Number of floors 1.000000
Roof elements –0.503584 1.000000
Condition of roof 1.000000
Condition of windows 1.000000
Material base of windows –0.861150 1.000000
Bathroom 0.606419 –0.588403 0.505847 1.000000
Façade condition –0.503725 0.515089 –0.653915 1.000000
Year of construction 0.603288 –0.542990 1.000000
Attic 0.613246 1.000000

Summary statistic of variables technical condition and TOM

Technical condition N Average TOM Median TOM St. dev TOM
Houses to demolition 5 192.00 170.00 149.08
Houses to refurbishment 356 240.92 191.00 173.18
Functional obsolescence 210 258.91 204.00 177.44
New houses 60 258.73 209.00 190.79

Summary statistic of variables technical condition and IΔP

Technical condition N Average IΔP Median IΔP St. dev IΔP
Houses to demolition 5 0.92 0.92 0.10
Houses to refurbishment 356 0.87 0.90 0.16
Functional obsolescence 210 0.90 0.93 0.12
New houses 60 0.91 0.93 0.15

Results of OLS [dependent variable Ln (price)]

OLS
Regression results Ln (price)
Variable coefficient t stat p-value
Intercept 13.16083 87.09243 0.000000
Asking price 0.00000 19.55976 0.000000
Usable area 0.00028 2.30707 0.021396
Area of building plot 0.00006 3.44652 0.000608
Distance to Brno –0.01007 –6.26363 0.000000
Size of municipality 0.00000 0.18120 0.856276
ΔP 1.30920 19.05303 0.000000
Time on market –0.00012 –1.76871 0.077458
New houses per inhabitant –0.10956 –0.40578 0.685052
Year of sale 0.02373 1.79547 0.073089
Risk of flood –0.02833 –0.93267 0.351372
Direct train connection to Brno 0.01747 0.72887 0.466370
Direct bus connection to Brno 0.07195 3.13359 0.001812
Parking possibilities 0.05880 4.49415 0.000008
Swimming pool –0.01646 –0.48685 0.626542
Other appliances 0.05465 2.70736 0.006978
Fireplace –0.05197 –1.83759 0.066625
Air conditioner 0.00257 0.04446 0.964555
Cost level of interior –0.09486 –2.19802 0.028334
Number of flats 0.07894 3.01421 0.002687
Material base –0.01243 –0.14390 0.885628
Energy label 0.01278 0.74252 0.458065
Number of floors 0.09040 3.13312 0.001815
Heating system 0.10066 5.87129 0.000000
Technical condition 0.02210 0.65950 0.509833
Shape of roof 0.04156 0.80577 0.420697
Roof material 0.00882 0.43764 0.661806
Roof elements –0.00244 –0.34059 0.733531
Condition of roof –0.06816 –3.82831 0.000143
Condition of windows –0.00995 –0.43270 0.665387
Material base of windows –0.08055 –2.07703 0.038231
Bathroom –0.04768 –3.01603 0.002671
Façade condition 0.03159 1.62906 0.103832
Position of house –0.05317 –2.57463 0.010277
Year of construction –0.00474 –0.22766 0.819987
Balcony/terrace –0.01973 –2.94737 0.003331
Attic 0.01390 0.56040 0.575417
Metropolitan area 0.00808 0.83689 0.402993
Change in selling price 0.06306 2.21125 0.027400
Number of times the property was advertised 0.02387 1.00694 0.314377

Results of GLM (dependent variable Ln (price))

GLM
Regression results Ln(price)
Variable Wald. stat. p-value
Intercept 84,416.86 0.000000
Asking price 322.87 0.000000
Usable area 5.15 0.023268
Area of building plot 17.67 0.000026
Distance to Brno 18.02 0.000022
Size of municipality 0.22 0.635797
IΔP 388.72 0.000000
Time on market 1.60 0.205310
New houses per inhabitant 0.00 0.972808
Year of sale 8.45 0.037618
Risk of flood 0.43 0.511082
Direct train connection to Brno 0.06 0.809022
Direct bus connection to Brno 9.11 0.002546
Parking possibilities 42.80 0.000000
Swimming pool 0.22 0.641458
Other appliances 4.42 0.035484
Fireplace 4.28 0.038608
Air conditioner 0.02 0.899962
Cost level of interior 5.21 0.022398
Number of flats 8.49 0.014304
Material base 0.22 0.636429
Energy label 7.27 0.063756
Number of floors 6.42 0.011284
Heating system 37.83 0.000000
Technical condition 9.19 0.026893
Shape of roof 0.46 0.796451
Roof material 8.98 0.061538
Roof elements 0.9 0.636487
Condition of roof 19.98 0.000172
Condition of windows 1.2 0.548886
Material base of windows 2.13 0.144524
Bathroom 22.72 0.000046
Façade condition 1.97 0.373808
Position of house 10.71 0.004726
Year of construction 9.01 0.029149
Balcony/terrace 9.62 0.086651
Attic 2.19 0.334447
Metropolitan area 3.03 0.386705
Change in selling price 5.43 0.019842
Number of times the property was advertised 0.34 0.560937

Results of GLM subdatabase 2A a 2B [dependent variable Ln (price)]

GLM GLM
Regression results 2A 2B
Subdatabase Ln(price) Ln(price)
Variable Wald. stat. p-value Wald. stat. p-value
Intercept 138523.6 0.000000 169,609.9 0.000000
Asking price 415.6 0.000000 376.3 0.000000
Usable area 4.5 0.034291 7.2 0.007407
Area of building plot 8.5 0.003491 12.3 0.000449
Distance to Brno 38.6 0.000000 49.5 0.000000
IΔP 395.6 0.000000 394.7 0.000000
Year of sale 6.0 0.112089 5.1 0.161405
Direct bus connection to Brno 7.8 0.005295 16.1 0.000060
Parking possibilities 31.3 0.000000 43.8 0.000000
Other appliances 6.1 0.013504 3.7 0.055375
Fireplace 4.0 0.044611 4.9 0.026989
Cost level of interior 6.4 0.011132 4.8 0.029112
Number of flats 7.5 0.023046 7.0 0.030139
Number of floors 39.2 0.000000 22.1 0.000003
Heating system 62.7 0.000000 36.8 0.000000
Technical condition 83.6 0.000000
Position of house 6.1 0.047345 8.4 0.015358
Change in asking price 2.1 0.142771 3.3 0.070168
Condition of roof 37.0 0.000000
Condition of windows 5.6 0.061417
Bathroom 26.5 0.000008
Façade condition 5.6 0.059530
Year of construction 9.4 0.024809

Descriptions of the variables and values technical condition for GLM

Variable Value Estimate Wald. stat p
Technical condition New 0.018271 44.6 0.000000
Technical condition functional obsolescence 0.016645 53.8 0.000000
Technical condition house for refurbishment 0.005082 44,625 0.021800

Comparison of results of subdatabase 2A and 2B

Subdatabase A B
Number of variables 17 21
Number of samples 631
AIC 40.0975 –27.0044
BIC  164.6221 141.9903

References

Abidoye, R. and Chan, A. (2016), “Critical determinants of residential property value: professionals’ perspective”, Journal of Facilities Management, Vol. 14 No. 3, pp. 283-300.

Alshamrani, O.S. (2017), “Construction cost prediction model for conventional and sustainable college buildings in North America”, Journal of Taibah University for Science, Vol. 11 No. 2, pp. 315-323.

An, Z., Cheng, P., Lin, Z. and Liu, Y. (2013), “How do market conditions impact price-TOM relationship? Evidence from real estate owned (REO) sales”, Journal of Housing Economics, Vol. 22 No. 3, pp. 250-263.

Anderson, R., Brastow, R., Turnbull, G. and Waller, B. (2013), “Seller over-pricing and listing contract length: the effects of endogenous listing contracts on housing markets”, The Journal of Real Estate Finance and Economics, Vol. 49 No. 3, pp. 434-450.

Anglin, P., Rutherford, R. and Springer, T. (2003), “The trade-off between the selling price of residential properties and time-on-the-market: the impact of price setting”, The Journal of Real Estate Finance and Economics, Vol. 26 No. 1, pp. 95-111.

Brandt, S. and Maennig, W. (2011), “Road noise exposure and residential property prices: evidence from Hamburg”, Transportation Research Part D: Transport and Environment, Vol. 16 No. 1, pp. 23-30.

Brounen, D. and Kok, N. (2011), “On the economics of energy labels in the housing market”, Journal of Environmental Economics and Management, Vol. 62 No. 2, pp. 166-179.

Bucchianeri, G. and Minson, J. (2013), “A homeowner's dilemma: anchoring in residential real estate transactions”, Journal of Economic Behavior and Organization, Vol. 89, pp. 76-92.

Burinskiene, M., Rudzkiene, V. and Venckauskaite, J. (2011), “Models of factors influencing the real estate price”, Environmental Engineering the 8th International Conference, Vilnius Gediminas Technical University, Vilnius, pp. 873-878.

CBRE (2022), “CBRE”, available at: www.cbre.cz/en/research-and-reports/Czech-Republic-Property-Investment-MarketView-Q3-2020 (accessed 31 January 2022).

Cesaroni, T. (2022), “Average time to sell a property and credit conditions: evidence from the Italian housing market survey”, Bulletin of Economic Research, Vol. 74 No. 1, pp. 49-68.

Chakrabarti, A. and Ghosh, J. (2011), “AIC, BIC and recent advances in model selection”, Handbook of the Philosophy of Science, Vol. 2011No No. 7, pp. 583-605.

Chegut, A., Eichholtz, P., Holtermans, R. and Palacios, J. (2020), “Energy efficiency information and valuation practices in rental housing”, The Journal of Real Estate Finance and Economics, Vol. 60 Nos 1/2, pp. 181-204.

Chen, L., Zhang, W., Yang, Y. and Yu, J. (2013), “Disparities in residential environment and satisfaction among urban residents in Dalian, China”, Habitat International, Vol. 40, pp. 100-108.

Cheng, P., Lin, Z. and Liu, Y. (2008), “A model of time-on-market and real estate price under sequential search with recall”, Real Estate Economics, Vol. 36 No. 4, pp. 813-843.

Cirman, A., Pahor, M. and Verbic, M. (2015), “Determinants of time on the market in a thin real estate market”, InžInerinė Ekonomika, Vol. 26 No. 1, pp. 4-11.

Cupal, M. (2015), “Flood risk as a price-setting factor in the market value of real property”, Procedia Economics and Finance, Vol. 23, pp. 658-664.

Cupal, M. (2017), “Sales comparison approach indicating heterogeneity of particular type of real estate and corresponding valuation accuracy”, Acta Universitatis Agriculturae et Silviculturae Mendelianae Brunensis, Vol. 65 No. 3, pp. 977-985.

Czinkan, N. and Horváth, Á. (2019), “Determinants of housing prices from an urban economic point of view: evidence from Hungary”, Journal of European Real Estate Research, Vol. 12 No. 1, pp. 21-31.

Dunse, N., Jones, C. and White, M. (2010), “Valuation accuracy and spatial variations in the efficiency of the property market”, Journal of European Real Estate Research, Vol. 3 No. 1, pp. 24-45.

Elhag, T.M.S., Boussabaine, A.H. and Ballal, T.M.A. (2005), “Critical determinants of construction tendering costs: quantity surveyors’ standpoint”, International Journal of Project Management, Vol. 23 No. 7, pp. 538-545.

Endel, S., Teichmann, M. and Kutá, D. (2020), “Possibilities of house valuation automation in the Czech Republic”, Sustainability, Vol. 12 No. 18, p. 7774.

Ferlan, N., Bastic, M. and Psunder, I. (2017), “Influential factors on the market value of residential properties”, InžInerinė Ekonomika, Vol. 28 No. 2, pp. 135-144.

Filippova, O. and Fu, S. (2011), “Time-on-market and house prices in Auckland, New Zealand”, Pacific Rim Property Research Journal, Vol. 17 No. 1, pp. 70-91.

Frew, J. and Wilson, B. (2002), “Estimating the connection between location and property value”, Journal of Real Estate Practice and Education, Vol. 5No No. 1, pp. 17-25.

Gordon, B. and Winkler, D. (2016), “The effect of listing price changes on the selling price of single-family residential homes”, The Journal of Real Estate Finance and Economics, Vol. 55 No. 2, pp. 185-215.

Haider, M. and Miller, E. (2000), “Effects of transportation infrastructure and location on residential real estate values: application of spatial autoregressive techniques”, Transportation Research Record: Journal of the Transportation Research Board, Vol. 1722 No. 1, pp. 1-8.

He, X., Lin, Z., Liu, Y. and Seiler, M. (2020), “Search benefit in housing markets: an inverted U‐shaped price and TOM relation”, Real Estate Economics, Vol. 48 No. 3, pp. 772-807.

Hui, E. and Yu, K. (2012), “The impact of pricing strategies on time-on-market under various economic conditions/kainodaros strategijų poveikis pardavimo trukmei įvairiomis ekonominėmis sąlygomis”, International Journal of Strategic Property Management, Vol. 16 No. 1, pp. 56-70.

Hyland, M., Lyons, R. and Lyons, S. (2013), “The value of domestic building energy efficiency – evidence from Ireland”, Energy Economics, Vol. 40, pp. 943-952.

International valuation standards 2017 (2017), International Valuation Standards 2017, 1 ed., International Valuation Standards Council, London.

Jim, C. and Chen, W. (2010), “External effects of neighbourhood parks and landscape elements on high-rise residential value”, Land Use Policy, Vol. 27 No. 2, pp. 662-670.

Jud, G., Seaks, T. and Winkler, D. (1996), “Time on the market: the impact of residential brokerage”, The Journal of Real Estate Research, Vol. 12 No. 3, pp. 447-458.

Khezr, P. (2015), “Time on the market and price change: the case of Sydney housing market”, Applied Economics, Vol. 47 No. 5, pp. 485-498.

Kliment, D., Jandásková, T., Hrdlička, T. and Cupal, M. (2020), “Influence of sustainable construction aspects and quality of public space on the price of houses in the Czech Republic”, IOP conference series. Materials Science and Engineering, Vol. 960, IOP Publishing, Bristol, p. 32060.

Li, W. (2004), “The impact of pricing on time-on-market in high-Rise multiple-unit residential developments”, Pacific Rim Property Research Journal, Routledge, Vol. 10 No. 3, pp. 305-327.

Linggar, S., Aminullah, A. and Triwiyono, A. (2019), “Analysis of building and its components condition assessment case study of dormitory buildings”, MATEC Web of Conferences, Vol. 258, p. 3003.

Lukavec, M. and Kadeřábková, B. (2017), “How much does a minute of commuting time cost? An examination of property prices in relation to distance to the city center in Prague, Czech Republic”, Stavební obzor – Civil Engineering Journal, Vol. 26 No. 4, pp. 555-567.

Mccord, M., Macintyre, S., Bidanset, P., Lo, D. and Davis, P. (2018), “Examining the spatial relationship between environmental health factors and house prices: NO2 problem?”, Journal of European Real Estate Research, Vol. 11 No. 3, pp. 353-398.

Mcgreal, S., Adair, A., Brown, L. and Webb, J. (2009), “Pricing and time on the market for residential properties in a major U.K. City”, Journal of Real Estate Research, Vol. 31 No. 2, pp. 209-234.

Mcmillen, D. (2004), “Geographically weighted regression: the analysis of spatially varying relationships”, American Journal of Agricultural Economics, Vol. 86 No. 2, pp. 554-556.

Marsh, R. (2017), “Building lifespan: effect on the environmental impact of building components in a Danish perspective”, Architectural Engineering and Design Management, Vol. 13 No. 2, pp. 80-100.

Mbachu, J. and Lenono, N. (2005), “Factors influencing market values of residential properties”, in Sidewell, A.C (Ed.), Queensland University of Technology Research Week International Conference, QUT Research Week 2005 – Conference Proceedings, Queensland University of Technology Research Week International Conference, QUT Research Week 2005, QLD, Brisbane, Australia. (accessed 17 July 2022).

Mesthrige, J. and Ka, C. (2017), “Do buyers value a balcony as a green feature? An empirical analysis of the Hong Kong residential property market”, Journal of Real Estate Practice and Education, Vol. 20No No. 1, pp. 27-50.

Miller, N., Sah, V. and Sklarz, M. (2018), “Estimating property condition effect on residential property value: evidence from US home sales data”, Journal of Real Estate Research, Vol. 40 No. 2, pp. 179-198.

Nachem, I. (2007), The Complete Guide to Financing Real Estate Developments, 1st ed., McGraw-Hill Education, New York, NY.

Nam, T. (2020), “Geographic heterogeneity in housing market risk and portfolio choice”, The Journal of Real Estate Finance and Economics, Vol. 62 No. 4, pp. 508-547.

Ooi, J., Le, T. and Lee, N. (2014), “The impact of construction quality on house prices”, Journal of Housing Economics, Vol. 26, pp. 126-138.

Owusu-Manu, D., Edwards, D., Donkor-Hyiaman, K., Asiedu, R., Hosseini, M. and Obiri-Yeboah, E. (2019), “Housing attributes and relative house prices in Ghana”, International Journal of Building Pathology and Adaptation, Vol. 37 No. 5, pp. 733-746.

Özsoy, O. and Şahin, H. (2022), “Factors affecting housing prices in Izmir, Turkey: a quantile regression approach”, International Journal of Housing Markets and Analysis, Vol. 15 No. 1, pp. 145-164.

Renigier-biłozor, M., Janowski, A. and D’amato, M. (2019), “Automated valuation model based on fuzzy and rough set theory for real estate market with insufficient source data”, Land Use Policy, Vol. 87, p. 104021.

Rodgers, T. (1994), “Property-to-property comparison”, The Appraisal Journal, Vol. 62 No. 1, p. 64.

Rong, L. and Sun, Y. (2014), “The analysis of second-hand housing price influencing factors based on hedonic model and WEB information”, Applied Mechanics and Materials, Vols 587/589, pp. 2285-2289.

Rossini, P., Kupke, V., Kershaw, P. and Mcgreal, S. (2010), “Time on market indicators for Adelaide, South Australia”, 16th Pacific Rim Real Estate Society Conference, Vol. 18, Wellington, New Zealand, pp. 1-16.

Seber, G. and lee, A. (2012), Linear Regression Analysis, Wiley-Blackwell, New York, NY.

Shapiro, E., Mackmin, D. and Sams, G. (2012), Modern Methods of Valuation, Estates Gazette, Abingdon.

Sirmans, G., Macpherson, D. and Zietz, E. (2005), “The composition of hedonic pricing models”, Journal of Real Estate Literature, Vol. 13 No. 1, pp. 3-43.

Tomal, M. (2021), “Housing market heterogeneity and cluster formation: evidence from Poland”, International Journal of Housing Markets and Analysis, Vol. 14 No. 5, pp. 1166-1185.

Ventolo, W. and Williams, M. (2005), Fundamentals of Real Estate Appraisal, Real Estate Education Company, Chicago.

Wang, W., Rivard, H. and Zmeureanu, R. (2006), “Floor shape optimization for green building design”, Advanced Engineering Informatics, Vol. 20 No. 4, pp. 363-378.

Wickramaarachchi, N., Chandani, S. and Thilini, M. (2021), “Key determinants of time on the market: an analysis of residential housing market in Sri Lanka”, International Journal of Housing Markets and Analysis, Vol. 14 No. 5, pp. 913-935.

Xu, Y., Zhang, Q., Zheng, S. and Zhu, G. (2017), “House age, price and rent: implications from land-structure decomposition”, The Journal of Real Estate Finance and Economics, Vol. 56 No. 2, pp. 303-324.

Yavas, A. and Yang, S. (1995), “The strategic role of listing price in marketing real estate: theory and evidence”, Real Estate Economics, Vol. 23 No. 3, pp. 347-368.

Zoppi, C., Argiolas, M. and Lai, S. (2015), “Factors influencing the value of houses: estimates for the city of Cagliari, Italy”, Land Use Policy, Vol. 42, pp. 367-380.

Further reading

Appraisal Institute (2014), “The appraisal of real estate, 14th edition”, Appraisal Journal, Vol. 82 No. 1, p. 93, available at: https://ai.appraisalinstitute.org/eweb/DynamicPage.aspx?Action=Add&ObjectKeyFrom=1A83491A-9853-4C87-86A4-F7D95601C2E2&WebCode=ProdDetailAdd&DoNotSave=yes&ParentObject=CentralizedOrderEntry&ParentDataObject=Invoice%20Detail&ivd_formkey=69202792-63d7-4ba2-bf4e-a0da41270555&ivd_cst_key=%7BCustomerKeyPricingControl%7D&ivd_prc_prd_key=D342F777-6597-45DE-91E6-7BD92F52F0E5

Fuerst, F., Cajias, M. and Bienert, S. (2022), “Are energy efficiency ratings ignored in the German housing market? Evidence from a large sample hedonic study”, doi: 10.13140/RG.2.1.4405.1445.

Acknowledgements

The paper was supported by Specific Research of Institute of Forensic Engineering (id. No. FAST/ÚSI-J-20-6366) internal grant of Brno University of Technology.

Corresponding author

Tereza Jandásková can be contacted at: ter.opalkova@gmail.com

Related articles