2 edition of On the p-rank of t-designs found in the catalog.
On the p-rank of t-designs
Nagwa Kamal Ahmed Rostom
Thesis (M.Sc.) - University of Birmingham, Dept of Pure Mathematics.
|Statement||by Nagwa Kamal Ahmed Rostom.|
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Key, On the p-rank of t-designs, Proc. 29th Midwest Symposium on Circuits and Systems, University of Nebraska-Linclon, Elsevier (), Joel V. Brawley, Vandermonde independent matrices, basic sets, and polynomial matrix functions over a finite field, Linear and Multilinear Algebra 19 (), no.
4, N. Hamada. The geometric structure and the p-rank of an affine triple system derived from a nonassociative Moufang loop with the maximum associative center.
Combin. Theory, Ser. A, –, Google ScholarCited by: Designs and Codes: An update. Author: E. Assmus, Jr. Department of Mathematics, Lehigh University, Bethlehem PAU.S.A. Published in: Journal: Designs, Codes and Cryptography - Special issue containing papers presented at the Second Upper Michigan Combinatorics Workshop on Designs, Codes and Geometries archive:Cited by: Since the publication in of “Designs and their Codes” significant progress has been made in the general area of codes coming from designs.
This article reviews this progress and presents some of the results — including confirmation of certain conjectures made and answers to some of the questions raised in the by: A New Proof of a Classical Theorem in Design Theory open archive.
Abstract. We present a new proof of the well known theorem on the existence of signed (integral) t-designs due to Wilson and Graver and Jurkat P.
FranklIntersection theorems and mod p rank of inclusion matrices. Combin. Theory Ser. A, 54 (), pp. Google Cited by: 1. Hey everyone. Dom and I decided to do a youtube channel as a hobby and have fun with it.
The videos we do will be the real us and we will try to always inte. The p-rank of D is deﬁned as the rank of A over a ﬁeld F ofcharacteristic p, and it will be denoted by rank p (D). The F-vector space spanned by the rows of A is called the (block) code of D over F, which is denoted by C F (D).IfF = F q, where q is a power of p, then we de- Cited by: A.
Brouwer, Bounds on linear codes over a small alphabet, Appendix (pp. ) in the book Dmitrii Nogin, Michael A. Tsfasman, Serge Vladuts, Algebraic geometry codes. Basic notions. Pop delivers suspense, humor, sports action, and a compelling look at the damage those "pop"s in football can cause Gordon Korman's books appeal to a wide range of kids and adults and can pull in even reluctant readers.
Share Pop in your home or classroom; sports fans in particular won't be able to put it down. When Marcus moves to a new town in the dead of summer, he doesn'/5. In particular, a short proof of Wilson's mod p rank formula is given. A problem of Graham, Li, and Li concerning bases for so-called null t-designs is solved as well.
View. We make a few observations on p-ary t-designs for their own sake. In Section 4, we give necessary and sufficient conditions for the existence of p-ary t-designs and also consider p-ary t-designs that are not p-ary s-designs. In Section 5 we discuss Fisher-like inequalities on the number of blocks of p-ary t Cited by: 3.
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Concerning the dimension of these codes, that is, the p-rank of strongly regular graphs, several results are known: see , . It has turned out that some special strongly regular graphs.
In particular, a short proof of Wilson's mod p rank formula is given. A problem of Graham, Li, and Li concerning bases for so-called null t-designs is solved as well. ViewAuthor: Peter Sin. on the bases for trades definition 2. We call a t-(v, k) trade T a basic trade if the volume of T is 2t, and we call a t-(v, k) basic trade a t-(v, k) minimal trade if Ifound(T) I = k + t + 1.
The notion of minimality stems from the fact that 2t and k + t + 1 are the minimum values of the volume of T Cited by: Intertwining Automorphisms in Finite Incidence Structures Alan Camina and Johannes Siemons School of Mathematics University of East Anglia Norwich NR4 7T], U.K.
Submitted by J. Seidel ABSTRACT The automorphism group of a finite incidence structure acts as permutation groups on the points and on the blocks of the by: 5. So thrilled to be a part of the Evelin T Designs team.
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