On a conjecture for Rubin-Stark elements in a special case
Takamichi Sano
TL;DR
This paper proves a specific case of a conjecture related to Rubin-Stark elements, advancing understanding in algebraic number theory and providing evidence for the conjecture's validity.
Contribution
The paper confirms a particular case of the Rubin-Stark conjecture, which was recently proposed by the author and Mazur-Rubin, contributing to the theoretical foundation of the conjecture.
Findings
Confirmed a special case of the Rubin-Stark conjecture
Provided new proof techniques for Rubin-Stark elements
Strengthened the theoretical basis for the conjecture
Abstract
We prove a conjecture on Rubin-Stark elements, which was recently proposed by the author, and also by Mazur and Rubin, in a special case.
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Taxonomy
TopicsGraph theory and applications · Synthesis and Properties of Aromatic Compounds · Finite Group Theory Research