On a logical model of combinatorial problems
Anatoly D. Plotnikov

TL;DR
This paper introduces a logical framework for modeling combinatorial problems and provides an example of an NP problem that cannot be solved in polynomial time, highlighting computational complexity limits.
Contribution
It presents a novel logical model for combinatorial problems and demonstrates inherent computational complexity constraints.
Findings
Logical model for combinatorial problems introduced
Example of an NP problem not solvable in polynomial time
Highlights limitations of polynomial-time algorithms
Abstract
The paper proposes a logical model of combinatorial problems, also it gives an example of a problem of the class NP that can not be solved in polynomial time on the dimension of the problem.
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