Development of an accounting system - applying the incrementally modular abstraction hierarchy to a complex system
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Summary
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.
- Type
- article
- Published
- 2007-01-01
- Cited by
- 7
- References
- 24
- OpenAlex
- https://openalex.org/W21477360
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:15093418
Keywords
Modular design, Hierarchy, Abstraction, Computer science, Software engineering
References
- New Paradigms for Software Development
- Composite Structure Design
- Object-oriented software engineering. A use case driven approach
- A User’s Guide to Algebraic Topology
- An Internet Accounting System: A Large Scale Software System Development Using Model Driven Architecture
- An Introduction to Topology and Homotopy
- The Unified Software Development Process
- Elements of software science
- Cyberworlds: architecture and modeling by an incrementally modular abstraction hierarchy
- An Incrementally Modular Abstraction Hierarchy for Linear Software Development Methodology
- Object-Oriented Modeling and Design
- Object-Oriented Design with Applications
- Managing the software process
- The Unified Modeling Language User Guide
- Algebraic topology
- The unified modeling language reference manual
- Cyberworlds : Theory, design and potential
- The composite structure
- Software Engineering Economics
- Object-Oriented Software Engineering - a Use Case Driven Approach
Cited by
- Enterprise System Development with Invariant Preserving - A Mathematical Approach by the Homotopy Lifting and Extension Properties
- A Formal Methodology for Developing Enterprise Systems Procedurally: Homotopy, Pi-Calculus and Event-Driven Programs
- Designing and modeling cyberworlds using the incrementally modular abstraction hierarchy based on homotopy theory
- WWW Business Applications Based on the Cellular Model
- Transactions on Computational Science XVI
- Visualization of Joinery Using Homotopy Theory and Attaching Maps
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