arXiv:1009.0821·math.AG·March 9, 2011
Family of counterexamples to King's conjecture
Mateusz Michalek
TL;DR
This paper introduces a family of counterexamples that disprove King's conjecture, challenging previous assumptions in the field.
Contribution
It provides a new family of counterexamples to King's conjecture, demonstrating its limitations.
Findings
01
Counterexamples invalidate King's conjecture
02
The family of counterexamples is explicitly constructed
03
Implications for related mathematical theories
Abstract
In this short note we present a family of counterexamples to the King's conjecture.
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