Flexible and efficient persistent homology computation.
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Updated
Jun 4, 2024 - Julia
Flexible and efficient persistent homology computation.
⟨Grassmann-Clifford-Hodge⟩ multilinear differential geometric algebra
TensorFields with product topology using Grassmann element parameters
Tools for general Tight Binding systems
Curation and manipulation of general unstructured meshes for the Finite Element Methods (FEM).
2-D topology optimization with Julia
Julia code for the Method of Moving Asymptotes
Topological Evaluation of Quantum Information
Website for the paper "Coexistence holes characterize the assembly and disassembly of multispecies systems"
Julia package for manipulating braids, including reductions and representations
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