On a conjecture by N. Takahashi on log mirror symmetry for the projective plane
Michel van Garrel
TL;DR
This paper investigates a conjecture by N. Takahashi concerning log mirror symmetry for the projective plane, focusing on the relationship between local and relative BPS state counts.
Contribution
It provides new insights into the log mirror symmetry conjecture for the projective plane, connecting local and relative BPS counts.
Findings
Established links between local and relative BPS counts.
Provided evidence supporting Takahashi's conjecture.
Enhanced understanding of log mirror symmetry in algebraic geometry.
Abstract
The relationship between local and relative BPS state counts is explored in light of a conjecture on log mirror symmetry by N. Takahashi.
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