International audienceThe second weight of the Generalized Reed-Muller code of length q n and order d over the finite field with q elements is now known for d (n − 1)(q − 1). In this paper, we determine the second weight for the other values of d which are not multiples of q − 1 plus 1. For the special case d = a(q − 1) + 1 we give an estimate
In this paper we obtain formulas for the number of codewords of each weight in several classes of su...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
Not much is known about the weight distribution of the generalized Reed-Muller code RMq(s,m) when q&...
Not much is known about theweight distribution of the generalized Reed-Muller code RMq (s,m) when q ...
In this work we present the determination of the second Hamming weight of generalized Reed- Muller ...
We study sets of quadratic forms in m variables over GF (q) such that the difference of any two quad...
We study sets of quadratic forms in m variables over GF (q) such that the difference of any two quad...
We study sets of quadratic forms in m variables over GF (q) such that the difference of any two quad...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
In this paper we obtain formulas for the number of codewords of each weight in several classes of su...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
Not much is known about the weight distribution of the generalized Reed-Muller code RMq(s,m) when q&...
Not much is known about theweight distribution of the generalized Reed-Muller code RMq (s,m) when q ...
In this work we present the determination of the second Hamming weight of generalized Reed- Muller ...
We study sets of quadratic forms in m variables over GF (q) such that the difference of any two quad...
We study sets of quadratic forms in m variables over GF (q) such that the difference of any two quad...
We study sets of quadratic forms in m variables over GF (q) such that the difference of any two quad...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
In this paper we obtain formulas for the number of codewords of each weight in several classes of su...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
The order bound on generalized Hamming weights is introduced in a general setting of codes on variet...
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