cell-complexes

There are 0 repository under cell-complexes topic.

pyt-team / TopoNetX
Computing on Topological Domains
cell-complexes cw-complex-networks higher-order-networks simplicial-complex combinatorial-complex hypernetx topological-deep-learning topological-learning cw-complex topological-data-analysis cellular-complex cell-complex-neural-networks cw-networks simplicial-neural-networks topological-message-passing higher-order-message-passing tensor-diagrams topological-neural-networks hypergraph-neural-networks heterogeneous-hypergraph
Language:Jupyter Notebook 158
pyt-team / TopoEmbedX
Representation Learning on Topological Domains
cell-complexes representation-learning simplicial-complex topological-deep-learning cell2vec higher-order-representation-learning hyperedge2vec simplex2vec topological-domain-representation-learning higher-order-networks topological-message-passing tensor-diagrams topological-neural-networks hypergraph-neural-networks cell-complex-neural-networks cw-networks simplicial-neural-networks graph-neural-networks hypergraph-neural-network topological-representation-learning
Language:Jupyter Notebook 70
ahadziha / rewalt
A toolkit for higher-dimensional diagram rewriting.
category-theory cell-complexes higher-algebra homotopy-theory monoidal-categories rewriting topology higher-category-theory string-diagrams cubical-sets simplicial-sets
Language:Python 15
stefaniaebli / dmt-signal-processing
Signal compression and reconstruction on complexes preserving topological features via Discrete Morse Theory
signal-processing topological-data-analysis simplicial-complexes cell-complexes discrete-morse-theory laplacian signal-processing-on-graphs signal-processing-on-cell-complexes pooling-simplicial-neural-networks
Language:Jupyter Notebook 10
dizpers / smyt-test-task
Test task for SMYT (see README for more details)
backbone backbonejs backgrid cell-complexes clientside css django django-admin django-models dynamic javascript model models on-the-fly onepage python python-2 python-2-7 south yaml
Language:Python 3
PRISBteam / PCC_Processing_Design
The C++ code generates discrete structures and analyses their evolution process on the elements of a Polytopal Cell Complexes (PCCs) represented algebraically as a set of incidence and adjacency matrices
algebraic-topology cell-complexes design ebsd fracture-dynamics materials structure voronoi-tessellation
Language:C++ 2
kelfriend / 1-knots
GAP algorithms involving complements of 1-knots, spun knots and chain complexes of covering spaces.
knot-theory cell-complexes chain-complexes algebraic-topology
Language:GAP 0