2 problems

0 votes0 replies0 views
Baldwin–Levine mutation invariance conjecture for δ-graded link Floer homology
Baldwin–Levine conjecture. The $\delta$ -graded $\operatorname{\widehat{HFL}}(L)$ is invariant under Conway mutation of $L$ .
Conjectureopenknot-mutation link-floer-homologyarXiv posted 2 days ago
0 votes0 replies0 views
The collapsed-grading conjecture for mutation detection by knot Floer homology
Let $K$ be a knot, and consider its knot Floer homology with the usual bigrading. Collapse the bigrading to a single delta-grading by retaining only the difference of the Maslov an…
Conjectureopenknot-floer-homology knot-mutationarXiv posted 2 days ago

Baldwin–Levine mutation invariance conjecture for δ-graded link Floer homology