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Posets_(IMA2011)
Mahrud Sayrafi edited this page Mar 12, 2021
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- Function list for Stembridge's Posets Package
- Curtis Greene package
- Stanley's Enumerative Combinatorics, Volume 1
- For all enumerated/derived posets, add precomputed easy properties. (E.g., chain's are graded and ranked with an easy ranking functions.)
- Write tests and documentation
- Write tests and documentation
- [Sonja: Do you have any methods you would like to implement (or see implemented--I'm happy to help)?]
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partitionLattice, nonCrossingPartitionLattice, nonCrossingPairingLattice - (28. July 2011) Zach Teitler asked for the
intersection lattice of a hyperplane arrangementand subspace arrangement lattice - (29. July 2011) Zach Teitler asked for the minimal building sets of an intersection lattice (indecomposible elements) and tests for isIndecomposible.
- Write tests and documentation
From Vic Reiner on 26. July 2011 for:
- Posets:
all linear extensions of Pcompute the rank-generating-function if rankedthe Greene-Kleitman partition \lambda(P)-
Hibi ringHibi ring presentation -
P-partition ringp-Partition presentation - given a graph, identify if it is a comparability graph (see GoogleBooks)
- examine Curtis Greene package for additional Poset libraries
- SimplicialComplexesPlus:
- implement simplicial maps
- cup products, cohomology operations (Posets or simplicial complexes)
- better algorithms for clique complexes of graphs
- Integral homology via GAP interface
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