Recent Releases of anyonica
anyonica - Fixed PivotalStructures
Thanks to the TensorCategories.jl package we found out that all pivots were inverted. The quantum dimensions were still correct (due to a second error in the formula). The * pivots, * formulas for the pivotal structures, * formulas for the q-dims, and gauge-transforms of the pivots have been corrected. No other changes were necessary since all other info, such as gauge-invariants and names of categories, were always based on the quantum dimensions.
- Mathematica
Published by gert-vercleyen 8 months ago
anyonica - Critical bug fix SphericalQ
SphericalQ assumed an ordering of the elements. This has now been fixed
- Mathematica
Published by gert-vercleyen 8 months ago
anyonica - Standardized object order and various bugfixes
The order of the objects of the fusion categories now matches that of the anyonwiki
- Mathematica
Published by gert-vercleyen 8 months ago
anyonica - Updated names
The names of the fusion categories have been updated in order to make it easier for other researchers to calculate formal codes (i.e. the codes used on the anyonwiki) for new categories.
- Mathematica
Published by gert-vercleyen 12 months ago
anyonica - Version 0.9.16.3
Some serious bugfixes for the pentagon solver. The improvements from previous update did not handle edge cases properly and SolvePentagonEquations failed for almost any fusion ring. These issues should now be resolved. Also: some solutions to the pentagon equations had duplicate F-symbols (i.e. twice the same set of F-symbols in one list). This caused problems when the number of F-symbols were calculated as the length of that list. This issue is now resolved as well
- Mathematica
Published by gert-vercleyen about 1 year ago
anyonica - Optimized Pentagon Solver
If there are multiple configurations of 0 values, a shared system of polynomial equations with only F-symbols that are certain to be non-0 is reduced.
- Mathematica
Published by gert-vercleyen about 1 year ago
anyonica - Version 0.9.14.0
Functionality to calculate braid group representations is added: * BraidRepresentationGenerators * BraidMatrix
- Mathematica
Published by gert-vercleyen over 1 year ago