Annals of Faculty of Computer and Information Sciences, Hosei University
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HOME >> No.8 CONTENTS >> Kenji OHMORI
Professor
Kenji OHMORI
Refereed Publications
  1. K.Ohmori and T.L.Kunii. “Development of an Accounting System”, in 9th International Conference on Enterprise Information System (ICEIS2007), Madeira, Portugal, June 2007, pp. 437-444.
    Abstract - The new methodology for software development is introduced and applied to an accounting system. The new method is called the incrementally modular abstraction hierarchy (IMAH). IMAH has an abstraction hierarchy from abstract to concrete levels. Invariants defined on an abstract level are kept on a concrete level, which allows adding modules incrementally on each hierarchical level and avoiding combinatorial explosion of the serious problem in software engineering, while climbing down abstraction hierarchy in designing and modeling a complex system. This paper shows how IMAH is applied in developing an accounting system, which is fundamental in enterprise systems and a suitable example of complex software systems. At first, very simple example recording only journal vouches to a database system is used to describe methodologies of IMAH. Then, it is described how this simple system is incrementally developed to a conventional complex accounting system.
  2. K.Ohmori and T.L.Kunii. “The Mathematical Structure of Cyberworlds” in Cyberworlds 2007, IEEE Computer Society, Hannover, Germany, October 2007, pp. 100-107.
    Abstract - The mathematical structure of cyberworlds is clarified based on the duality of homotopy lifting property and homotopy extension property. The duality gives bottom-up and top-down methods to model, design and analyze the structure of cyberworlds. The set of homepages representing a cyberworld is transformed into a state finite machine. In development of the cyberworld, a sequence of finite state machines is obtained. This sequence has homotopic property. This property is clarified to map a finite state machine to a simplicial complex. Wikipedia, bottom-up network construction and top-down network analysis are described as examples.

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