AbstractIn this paper we provide a new approach to some of the applications of linear algebra in Combinatorics. This enables us to derive many of the basic bounds on designs, orthogonal arrays, codes etc. in a simple and uniform fashion, and to obtain many extensions of these results
AbstractLet V be a set of isolated points in Rd. Define a linear functional L on the space of real p...
AbstractWe state and prove two rather direct linear algebra results and show how they are the basis ...
This book explains some recent applications of the theory of polynomials and algebraic geometry to c...
AbstractIn this paper we provide a new approach to some of the applications of linear algebra in Com...
AbstractIn this paper we consider designs in polynomial metric spaces with relatively small cardinal...
AbstractThe purpose of this paper is to present new upper bounds for code distance and covering radi...
Matematiken innehåller flera svåra problem. I den här artikeln undersöker vi hur en del av dessa pro...
Matematiken innehåller flera svåra problem. I den här artikeln undersöker vi hur en del av dessa pro...
Matematiken innehåller flera svåra problem. I den här artikeln undersöker vi hur en del av dessa pro...
AbstractWe study a combinatorial problem for vector spaces over finite fields which generalizes the ...
AbstractIn the construction of sets of orthogonal Latin hypercubes and in the study of finite projec...
Let PN(R) be the space of all real polynomials in N variables with the usual inner product \u3c , \u...
This volume contains a collection of clever mathematical applications of linear algebra, mainly in c...
AbstractThe object of this paper is to prove combinatorially several (13 of them) limit formulas rel...
This thesis studies three problems in combinatorics that concern matrices and polyno- mials. The fi...
AbstractLet V be a set of isolated points in Rd. Define a linear functional L on the space of real p...
AbstractWe state and prove two rather direct linear algebra results and show how they are the basis ...
This book explains some recent applications of the theory of polynomials and algebraic geometry to c...
AbstractIn this paper we provide a new approach to some of the applications of linear algebra in Com...
AbstractIn this paper we consider designs in polynomial metric spaces with relatively small cardinal...
AbstractThe purpose of this paper is to present new upper bounds for code distance and covering radi...
Matematiken innehåller flera svåra problem. I den här artikeln undersöker vi hur en del av dessa pro...
Matematiken innehåller flera svåra problem. I den här artikeln undersöker vi hur en del av dessa pro...
Matematiken innehåller flera svåra problem. I den här artikeln undersöker vi hur en del av dessa pro...
AbstractWe study a combinatorial problem for vector spaces over finite fields which generalizes the ...
AbstractIn the construction of sets of orthogonal Latin hypercubes and in the study of finite projec...
Let PN(R) be the space of all real polynomials in N variables with the usual inner product \u3c , \u...
This volume contains a collection of clever mathematical applications of linear algebra, mainly in c...
AbstractThe object of this paper is to prove combinatorially several (13 of them) limit formulas rel...
This thesis studies three problems in combinatorics that concern matrices and polyno- mials. The fi...
AbstractLet V be a set of isolated points in Rd. Define a linear functional L on the space of real p...
AbstractWe state and prove two rather direct linear algebra results and show how they are the basis ...
This book explains some recent applications of the theory of polynomials and algebraic geometry to c...
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