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Equivariant Ehrhart theory of hypersimplices
We study the hypersimplex under the action of the symmetric group $S_n$ by coordinate permutation. We prove that its equivariant volume, given by the evaluation of its equivariant $H^*$ -series at $1$ , is the permutation character of ...
Oliver Clarke, Max Kölbl
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A new infinite family of star normal quotient graphs of twisted wreath type. [PDF]
Kaja E, Morgan L.
europepmc +1 more source
A group theoretic approach to model comparison with simplicial representations. [PDF]
Vittadello ST, Stumpf MPH.
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Binary codes and partial permutation decoding sets from the odd graphs
Fish Washiela +2 more
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A Full Halin Grid Theorem. [PDF]
Georgakopoulos A, Hamann M.
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Homogeneous isosceles-free spaces. [PDF]
Bargetz C +3 more
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Theorems of Carathéodory, Minkowski–Weyl, and Gordan up to Symmetry
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Modulation in tetradic harmony and its role in jazz
Journal of Mathematics and Music, 2020Octavio A Agustín-Aquino +1 more
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Minuscule Doppelgängers, The Coincidental down-Degree Expectations Property, and Rowmotion
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