Set Matrices and The Path/Cycle Problem
Sergey Gubin

TL;DR
This paper introduces set matrices as a new tool and demonstrates their efficiency in solving the path and cycle problem in graph theory.
Contribution
It presents set matrices and shows how they can be effectively applied to the path/cycle problem, offering a novel approach.
Findings
Set matrices improve computational efficiency for path/cycle problems.
Demonstrated effectiveness of set matrices in solving graph problems.
Provides a new framework for analyzing paths and cycles.
Abstract
Presentation of set matrices and demonstration of their efficiency as a tool using the path/cycle problem.
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Taxonomy
TopicsMatrix Theory and Algorithms · graph theory and CDMA systems · Graph theory and applications
