Search results

Melting universality, quantification and relative computability into a meta‐synthesis, pansystems theory develops an investigation on W‐fuzziness and 0*‐fuzziness connected with generalized conceptions such as derivative, equation, variational principle and OR. The purpose of this paper is to unify various mathematical structures, fuzziness categories, definitions of systems are unified within a general framework.

The paper includes topics: pansystems approach to fuzzy systems and relations, pansystems variational principle and Zadeh's extension principle, pansystems clustering and its fuzzy embodiment, pansystems topology and approximation to fuzziness, relative unification of fuzziness and roughness.

Zadeh extension principle about fuzziness transmission can be considered as a specific model of pansystems extremum principle, and so the more modes can be developed. Based on them a further investigation is present on pansystems clustering, which is a W‐fuzzy clustering, an extension or sublation of traditional one and fuzzy one.

Pansystems clustering embodies mutuality of many logoi of different subbraches with classification‐styled OR, including related interpromotions of the principles among knowledge rediscovery, data mining, mathematical reasoning and the investigations of fuzzy systems. W‐fuzziness and 0*‐fuzziness realize a relative unification for many logoi and principles.

The purpose of this paper is to develop pansystems‐styled traffics, logistics and knowledge rediscovery. The core logoi are the generalized resources//F* and their circulation//C*. The research presents a new outlook to mathematics, physics, traffic, communication, logistics, KD, internet, computer, translation, simulation, information, life‐systems, logic or reasoning, memory or storage, process, transaction, finance, education, inherent, topology, evolution, etc. and then certain mechanism among them and related mutuality can be unveiled.

A flexible combination of philosophy, mathematics and technology is embodied. The paper is an application of pansystems methodology to approach the following topics: pansystems resource, circulation: traffics, logistics and KD; pansystems variational principle and pan‐circulation; pansystems logistics; pansystems network, supply chain and bullwhip effect; pansystems innovation and knowledge rediscovery.

All of the topics concerned are reduced to the actualization of pansystems variational OR and classification‐repetition‐PanOR, which possess a transfield nature.

This paper provides the framework and concretion principles of pansystems research on traffics, logistics, supply chain, bullwhip effect, innovation and related applications, and presents a new world outlook, which leads to some new comprehension to KD and WHF* <world*history*future*>, SEM* <society* economy*management*>.

The purpose of this paper is to state the pansystems ecology, management and related principles and methods of knowledge rediscovery. Related contents include: generalized life, vitality, resource, circulation, environs, periodicity, phenology, eco‐niche in pansystems space, evolution, intelligence development, philosophy of science, epistemology, psychology, pedagogy and teaching.

The paper is an application of pansystems principles to approach an ecology‐styled world outlook and methodology, related topics include: pansystems rediscovery to ecology and the world; generalized relativity, resource, environs, ecology, circulation, life; pansystems models on evolution, eco‐niche, pyramid law, recap law, phenology, management and knowledge rediscovery.

All of the logoi concerned with are reduced to the actualization of pansystems variational principle and related OR‐concretion. The pansystems ecology presents a new outlook to world, society, management, methodology, pedagogy and knowledge rediscovery.

Provides the framework and concretion principles of pansystems research on generalized resource, circulation, environs, ecology and related applications. They lead to some new comprehension of evolution, psychology, epistemology, society, management.

This paper presents a new simplified text of some concepts of pansystems methodology and related applications to pedagogy, methods of teaching, study and creation, including certain principles of operations research, systems theory, cybernetics, etc.

The purpose of this paper is to establish the framework of pansystems variation theory (PVT) and discuss its principles, models, methods, and related applications to computer science.

The PVT has been established based on the traditional variation theory from the viewpoint of pansystems theory. The theoretical foundation of PVT is pansystems variational principle. It is an interpretation or a specialized expression of relative objective regularity in the variation of things. The application layer of PVT is pansystems variational operations research (PVOR).

The applications of PVT for computer science can be summarized as actualizations of PVOR: V−d(xy)=^*0^*/PRR′P′/0^**.

Some new ideas of PVT can illuminate the researches of computer science.

A basic pansystems scientific view about the physical world is presented. The principle and methodology of pansystems GuanKong technology are introduced. Simple metrics for the quantization of information, risk and gain by comparison (GBC) are established and discussed, and the practical and simple membership function which realizes the transformation from qualitative to quantitative order are given, and an example showing the pansystems GuanKong in detail is also given.

The purpose of this paper is to analyze the order relation of existing in computer science, define and analyze macroscopical‐order and semi‐partial order in pansystems theory, and explored the relationship between macroscopical‐order and semi‐partial order. It is an attempt to analyze problems in computer science by using pansystem's philosophy with mathematics and technology (PMT)‐combination.

Sorting is an important operation in computer science. The main task of the sorting operation is to rearrange the random serial of records into an ordered serial of records according to some keywords. The authors know that there are many sorting methods in computer science. The authors discussed the essence of semi‐partial order and macroscopical‐order and the transformation between semi‐partial order and macroscopical‐order from the point of panscale's view; the essence of this transformation is revealed. By combining the PMT (PMT‐combination), it is easy for the authors to get a deep understanding of the technology in computer science.

The need for application of the order relation, the authors explored the relationship between macroscopical‐order and semi‐partial order. Combined with PanScale, the authors analyzed the essence of the transformation between macroscopical‐order and semi‐partial order. And applied it to the computer science.

The order relation is an important problem in computer science, as well as existing in our daily life, at the same time this problem has a scale concept in it, the authors need to further research and study.

A very useful method for research of the order relation in computer science.

To explore the relationship between macroscopical‐order and semi‐partial order. Combined with PanScale, the authors analyzed the essence of the transformation between macroscopical‐order and semi‐partial order. And applied macroscopical‐order and semi‐partial order to the computer science.

Develops in a concrete way the thought of pansystems philosophy about the so‐called five‐mutual ideas of pansystems (5‐DSPP), and investigates certain real interconnections of the borderline of information systems and related topological boundary.