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Article
Publication date: 27 September 2011

Takeaki Kariya

In June of 2001, Tokyo Electric Power Company (TEPCO) and Tokyo Gas Supply Company (TGSC) made a zero‐cost risk swap contract on the average temperature of August and September of…

Abstract

Purpose

In June of 2001, Tokyo Electric Power Company (TEPCO) and Tokyo Gas Supply Company (TGSC) made a zero‐cost risk swap contract on the average temperature of August and September of 2001 in Tokyo for their adverse situations. This is an exchange of two options on the average temperature, by which TEPCO and TGSC can, respectively, hedge against a cold summer and a hot summer. The purpose of this paper is to develop a theoretical framework to evaluate the fairness or rationality of such a zero‐cost weather risk swap, derive some conditions to check the rationality and empirically evaluate the fairness of the above temperature risk swap between the two companies.

Design/methodology/approach

To provide a framework for analyzing weather risk swap, the authors used a statistical approach and a basic analysis is given with data and simulation.

Findings

First, the authors define the concept of full equivalence and moment equivalence of two options on a weather index and then derive some conditions for full and moment equivalences. Third, using the stochastic volatility model in Kariya et al., it is shown that the options in the TEPCO–TGSC risk swap are neither fully equivalent nor moment‐equivalent as they stand.

Originality/value

This paper originates the weather risk swap valuation problem and gives a framework to analyze and value the equivalence of a temperature risk swap. This method can be applied to various possible risk swaps for risk management.

Article
Publication date: 27 September 2011

Takeaki Kariya, Fumiaki Ushiyama and Stanley R. Pliska

The purpose of this paper is to generalize the one‐factor mortgage‐backed securities (MBS)‐pricing model proposed by Kariya and Kobayashi to a three‐factor model. The authors…

1010

Abstract

Purpose

The purpose of this paper is to generalize the one‐factor mortgage‐backed securities (MBS)‐pricing model proposed by Kariya and Kobayashi to a three‐factor model. The authors describe prepayment behavior due to refinancing and rising housing prices by discrete‐time, no‐arbitrage pricing theory, making an association between prepayment behavior and cash flow patterns.

Design/methodology/approach

The structure, rationality and potential for practical use of our model is demonstrated by valuing an MBS via Monte Carlo simulation and then conducting a comparative static analysis.

Findings

The proposed model is found to be effective for analysing MBS cash flow patterns, making a decision for bond investments and risk management due to prepayment.

Originality/value

While the one‐factor valuation model Kariya and Kobayashi treated is a basic framework, the generalized model presented in this paper is much more effective for analysing MBS cash flow patterns, making a decision for bond investments and risk management due to prepayment.

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