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math.MG2020★ 2 cited
Generalized chessboard complexes and discrete Morse theory
Duško Jojić, Gaiane Panina, Siniša T. Vrećica +1
Chessboard complexes and their generalizations, as objects, and Discrete Morse theory, as a tool, are presented as a unifying theme linking different areas of geometry, topology, a…
math.MG2020
Colored Tverberg problem, extensions and new results
Duško Jojić, Gaiane Panina, Rade T. Živaljević
We prove a "multiple colored Tverberg theorem" and a "balanced colored Tverberg theorem", by applying different methods, tools and ideas. The proof of the first theorem uses multip…
math.MG2013
Illumination complexes, Δ-zonotopes, and the polyhedral curtain theorem
Rade T. Živaljević
Illumination complexes are examples of 'flat polyhedral complexes' which arise if several copies of a convex polyhedron (convex body) Q are glued together along some of their commo…