Du-Hwang Characteristic Area: Catch-22
A.O.Ivanov, A.A.Tuzhilin
TL;DR
This paper discusses two interconnected errors in the Du-Hwang approach to the Gilbert-Pollack Steiner ratio conjecture, highlighting gaps that hinder progress in this mathematical problem.
Contribution
It identifies and analyzes specific mistakes in the Du-Hwang method, contributing to a clearer understanding of the conjecture's challenges.
Findings
Two key mistakes in the Du-Hwang approach are identified.
The gaps prevent resolving the Steiner ratio conjecture using this method.
The paper clarifies the limitations of the current approach.
Abstract
The paper is devoted to description of two interconnected mistakes generated by the gap in the Du and Hwang approach to Gilbert-Pollack Steiner ratio conjecture.
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Taxonomy
TopicsAdvanced Combinatorial Mathematics · Geometric and Algebraic Topology · Advanced Algebra and Geometry