khoca
khoca computes Khovanov-Rozansky sl(n) homologies of so-called ”bipartite” knots and links. It also computes Khovanov sl(2) homology of all knots and links. It supports: Homology over the integers, the rationals or a prime field. Either equivariant homology, or homology with an arbitrary fixed potential. All pages of the spectral sequence of filtered homology over a field. Reduced and unreduced homology. Homology of sums and mirror images of knots.
Keywords for this software
References in zbMATH (referenced in 10 articles , 1 standard article )
Showing results 1 to 10 of 10.
Sorted by year (- Rose, David E. V.; Tatham, Logan C.: On webs in quantum type (C) (2022)
- Hedden, Matthew; Pinzón-Caicedo, Juanita: Satellites of infinite rank in the smooth concordance group (2021)
- Kanjamapornkul, Kabin; Pinčák, Richard; Bartoš, Erik: Cohomology theory for financial time series (2020)
- Robert, Louis-Hadrien; Wagner, Emmanuel: A closed formula for the evaluation of foams (2020)
- Collari, Carlo: A Bennequin-type inequality and combinatorial bounds (2019)
- Lewark, Lukas; Lobb, Andrew: Upsilon-like concordance invariants from (\mathfraks\mathfrakl_n) knot cohomology (2019)
- Owens, Brendan: Knots and 4-manifolds (2019)
- Wedrich, Paul: Exponential growth of colored HOMFLY-PT homology (2019)
- Gukov, Sergei; Nawata, Satoshi; Saberi, Ingmar; Stošić, Marko; Sułkowski, Piotr: Sequencing BPS spectra (2016)
- Lewark, Lukas; Lobb, Andrew: New quantum obstructions to sliceness (2016)