Algorithms Determining Matrix Morsifications, Weyl orbits, Coxeter Polynomials and Mesh Geometries of Roots for Dynkin Diagrams - researchr publication related

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Daniel Simson. Algorithms Determining Matrix Morsifications, Weyl orbits, Coxeter Polynomials and Mesh Geometries of Roots for Dynkin Diagrams. Fundamenta Informaticae, 123(4):447-490, 2013. [doi]

The following publications are possibly variants of this publication:

On Coxeter type study of non-negative posets using matrix morsifications and isotropy groups of Dynkin and Euclidean diagramsMarcin Gasiorek, Daniel Simson, Katarzyna Zajac 0002. ejc, 48:127-142, 2015. [doi]

A Framework for Coxeter Spectral Analysis of Edge-bipartite Graphs, their Rational Morsifications and Mesh Geometries of Root OrbitsDaniel Simson. FUIN, 124(3):309-338, 2013. [doi]

Toroidal Algorithms for Mesh Geometries of Root Orbits of the Dynkin Diagram $\mathbb{D}_4$Daniel Simson. FUIN, 124(3):339-364, 2013. [doi]

A Framework for Coxeter Spectral Classification of Finite Posets and Their Mesh Geometries of RootsDaniel Simson, Katarzyna Zajac 0002. ijmmsc, 2013, 2013. [doi]

On Coxeter Type Classification of Loop-Free Edge-Bipartite Graphs and Matrix MorsificationsRafal Bocian, Mariusz Felisiak, Daniel Simson. synasc 2013: 115-118 [doi]

On Coxeter Spectral Study of Edge-bipartite Graphs in Relation with Dynkin DiagramsMariusz Felisiak, Daniel Simson. colognetwente 2012: 125-129

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