TL;DR
This paper proposes a novel approach to redefining subtraction and division to generate new mathematical bijections, aiming to enhance the flexibility and utility of these fundamental operations.
Contribution
It introduces innovative methods for reinventing subtraction and division, expanding their applications in mathematical bijections.
Findings
New bijections derived from reinvented subtraction
Enhanced mathematical frameworks for division
Potential applications in combinatorics and algebra
Abstract
Subtraction is a powerful technique for creating new bijections from old. Let's reinvent it! While we're at it, let's reinvent division as well.
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Taxonomy
Topicsgraph theory and CDMA systems · Mathematics and Applications · DNA and Biological Computing