Dual toric codes and polytopes of degree one
We define a statistical measure of the typical size of words of low weight in a linear code
over a finite field. We prove that the dual toric codes coming from polytopes of degree one …
over a finite field. We prove that the dual toric codes coming from polytopes of degree one …
Dual toric codes and polytopes of degree one
VG Umaña, M Velasco - 2015 - repository.urosario.edu.co
We define a statistical measure of the typical size of words of low weight in a linear code
over a finite field. We prove that the dual toric codes coming from polytopes of degree one …
over a finite field. We prove that the dual toric codes coming from polytopes of degree one …
Dual toric codes and polytopes of degree one
V Gauthier Umaña, M Velasco - arXiv e-prints, 2014 - ui.adsabs.harvard.edu
We define a statistical measure of the typical size of short words in a linear code over a finite
field. We prove that the dual toric codes coming from polytopes of degree one are …
field. We prove that the dual toric codes coming from polytopes of degree one are …
Dual toric codes and polytopes of degree one
VG Umaña, M Velasco - SIAM Journal on Discrete …, 2015 - pure.urosario.edu.co
We define a statistical measure of the typical size of words of low weight in a linear code
over a finite field. We prove that the dual toric codes coming from polytopes of degree one …
over a finite field. We prove that the dual toric codes coming from polytopes of degree one …
Dual Toric Codes and Polytopes of Degree One
VG Uman͂a, M Velasco - SIAM Journal on Discrete Mathematics, 2015 - dl.acm.org
We define a statistical measure of the typical size of words of low weight in a linear code
over a finite field. We prove that the dual toric codes coming from polytopes of degree one …
over a finite field. We prove that the dual toric codes coming from polytopes of degree one …
Dual toric codes and polytopes of degree one
VG Umaña, M Velasco - arXiv preprint arXiv:1404.4063, 2014 - arxiv.org
We define a statistical measure of the typical size of short words in a linear code over a finite
field. We prove that the dual toric codes coming from polytopes of degree one are …
field. We prove that the dual toric codes coming from polytopes of degree one are …
Dual toric codes and polytopes of degree one
VG Umaña, M Velasco - SIAM Journal on Discrete …, 2015 - pure.urosario.edu.co
We define a statistical measure of the typical size of words of low weight in a linear code
over a finite field. We prove that the dual toric codes coming from polytopes of degree one …
over a finite field. We prove that the dual toric codes coming from polytopes of degree one …