Conditional Negation of The abc Conjecture
JinHua Fei
TL;DR
This paper explores conditions under which the abc conjecture can be negated, challenging the widely held belief in its universal validity.
Contribution
It introduces specific conditions that lead to the negation of the abc conjecture, providing a new perspective on its limitations.
Findings
Identifies conditions where the abc conjecture does not hold
Provides theoretical framework for negation scenarios
Challenges the assumption of the conjecture's universality
Abstract
In this paper, the abc conjecture is negated under certain conditions
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Taxonomy
TopicsGraph theory and applications · Analytic Number Theory Research · Finite Group Theory Research