Paper proves uniqueness of a complex construction.
problem Proving uniqueness of a complex construction.
method Defined a total complex and proved uniqueness of terms.
result Total complex is unique.
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3 results for “Sarkar-Seed-Szabo”
New annular link invariants from spectral sequence filtration.
problem Defining invariants for links in annuli.
method Sarkar-Seed-Szabó spectral sequence filtration.
result Necessary and sufficient conditions for braid properties.
Seidel-Smith and Hendricks used equivariant Floer cohomology to define some spectral sequences from symplectic Khovanov homology and Heegaard Floer homology. These spectral sequences give rise to Smith-type inequalities. Similar-looking spectral sequences have been defined by Lee, Bar-Natan, Ozsváth-Szabó, Lipshitz-Tre…