Title data
Heinlein, Daniel ; Kiermaier, Michael ; Kurz, Sascha ; Wassermann, Alfred:
Tables of subspace codes.
Bayreuth
,
2019
.  44 p.
This is the latest version of this item.
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Project information
Project title: 
Project's official title Project's id Ganzzahlige Optimierungsmodelle für Subspace Codes und endliche Geometrie No information 

Project financing: 
Deutsche Forschungsgemeinschaft 
Abstract in another language
One of the main problems of subspace coding asks for the maximum possible cardinality of a subspace code with minimum distance at least d over the ndimensional vector space of the finite field with q elements, where the dimensions of the codewords, which are vector spaces, are contained in {0,1,...,n}. In the special case of K={k} one speaks of constant dimension codes. Since this (still) emerging field is prosperous on the one hand side and there are a lot of connections to classical objects from Galois geometry it is a bit difficult to keep or to obtain an overview about the current state of knowledge. To this end we have implemented an online database of the (at least to us) known results at subspacecodes.unibayreuth.de. The aim of this recurrently updated technical report is to provide a user guide how this technical tool can be used in research projects and to describe the so far implemented theoretic and algorithmic knowledge.
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Available Versions of this Item

Tables of subspace codes. (deposited 16 Jan 2016 22:00)

Tables of subspace codes. (deposited 14 Dec 2017 08:23)
 Tables of subspace codes. (deposited 07 Jan 2020 08:10) [Currently Displayed]

Tables of subspace codes. (deposited 14 Dec 2017 08:23)