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Autor:
Lippold, Steven Robert
Permutation Matrices are a well known class of matrices which encode the elements of the symmetric group on $d$ elements as a square $d\times d$ matrix. Motivated by [4], we define a similar class of matrices which are a generalization of Permutation
Externí odkaz:
http://arxiv.org/abs/2403.02478
Autor:
Lippold, Steven Robert
Staic first introduced the exterior GSC-operad ΛS2Vd as a generalization of the exterior algebra in Staic (2020), which he used to give a linear map detS2:V2⊗6 → k with the property that detS2(⊗1≤i