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Showing 1 to 5 of 5 for “"simplicial homology"”.

  1. Ramsey regions and simplicial homology tables for graphs

    … is examined in the setting of graphs. Various simplicial complexes can be assigned to a graph. For a given simplicial complex the persistence complex can be constructed, giving a highly detailed graph invariant. Connections between the graph and persistence complex are investigated.

    colostate Repository record for Ramsey regions and simplicial homology tables for graphs (opens in a new tab)

  2. Turing Decidability and Computational Complexity of MorseHomology

    … various methods which convert point-set data to simplicial complexes or piecewise-smooth manifolds; however, this is not the focus of the thesis. Instead, this thesis will show that the Morse homology of such data is computable in the classical sense of Turing decidability, bound the complexity …

    vt Repository record for Turing Decidability and Computational Complexity of MorseHomology (opens in a new tab)

  3. Homology, cohomology and extensions of ordered groupoids

    This thesis contains contributions to the homology, cohomology and extensions of ordered groupoids. We study the simplicial homology of ordered groupoids. We also discuss the (co)homology of the set of identities of ordered groupoids and relate the cohomology of the set of identities of an ordered …

    heriot-watt Repository record for Homology, cohomology and extensions of ordered groupoids (opens in a new tab)

  4. Mathematical frameworks for quantitative network analysis

    … for a bi-secondary structure, and its singular homology. A bi-secondary structure R, is a combinatorial object that can be viewed as a collection of cycles (loops) of certain at most tetravalent planar graphs. Bi-secondary structures arise naturally in the study of RNA riboswitches - molecules …

    vt Repository record for Mathematical frameworks for quantitative network analysis (opens in a new tab)

  5. Spacetime meshing of stratified spaces for spacetime discontinuous Galerkin methods in arbitrary spatial dimensions

    … discuss preliminary concepts behind simplices, simplicial complexes, and the generalization to oriented simplicies. Using these ideas, we define stratified spaces and how they can be used to model a mesh comprised of multiple oriented manifolds. We construct a graphical representation called a …

    uiuc Repository record for Spacetime meshing of stratified spaces for spacetime discontinuous Galerkin methods in arbitrary spatial dimensions (opens in a new tab)