A Note on the Balanced ST-Connectivity
Shiva Kintali, Asaf Shapira
TL;DR
This paper proves that for the Balanced ST-Connectivity problem, every positive instance has a balanced path whose length is polynomially bounded, providing insights into the problem's complexity.
Contribution
It establishes that all YES instances of Balanced ST-Connectivity have polynomial-length balanced paths, advancing understanding of the problem's computational properties.
Findings
Every YES instance has a polynomial-length balanced path.
The result contributes to complexity analysis of Balanced ST-Connectivity.
Provides a foundation for further algorithmic development.
Abstract
We prove that every YES instance of Balanced ST-Connectivity has a balanced path of polynomial length.
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Taxonomy
TopicsMolecular Junctions and Nanostructures · Organic and Molecular Conductors Research