EventsThe 4th International Conference on the Foundations of Information Science
Event submissions
Published
with-doi10.3390/fis2010-00286
This submission belongs to the session fis. FIS 2010 of the event The 4th International Conference on the Foundations of Information Science
Published date
04 Jul, 2010
Citation
Xunwei Zhou, Introduction to mutually-inversistic discrete mathematics, in Proceedings of The 4th International Conference on the Foundations of Information Science, Beijing, 21 August–24 August 2010, MDPI: Basel, Switzerland, doi: 10.3390/fis2010-00286
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Introduction to mutually-inversistic discrete mathematics

Xunwei Zhou 1
1. Xunwei Zhou
Abstract
Mutually-inversistic discrete mathematics is constructed by the author, including mutually-inversistic logic, set theory, analytic geometry, calculus, abstract algebra, universal matrix, covering all branches of mathematics, including foundations of mathematics, geometry, analysis, algebra. Unlike conventional discrete mathematics, which put together the branches of mathematics needed by computer science, not interrelated to one another, the branches of mutually-inversistic discrete mathematics are interrelated to one another, and they have many applications in information sciences.
Keywords
the basis of a new science of information
discrete mathematics
mutual-inversism
mutually-inversistic discrete mathematics
"Tian, Di, Ren, Ji" Information Integrative Network System
Research of Information Science as Viewed from System Science