We address the maximum size of binary codes and binary constant weight codes with few distances. Previous works established a number of bounds for these quantities as well as the exact values for a range of small code lengths. As our main results, we determine the exact size of maximal binary codes with two distances for all lengths $n\ge 6$ as well as the exact size of maximal binary constant weight codes with 2,3, and 4 distances for several values of the weight and for all but small lengths.Comment: Main text 23 pp. and Appendix 17p
Dedicated to Prof. R. Ahlswede on the occasion of his 60-th birthday Abstract: A new asymptotic uppe...
AbstractWe derive a new estimate of the size of finite sets of points in metric spaces with few dist...
For n,d,w∈N, let A(n, d, w) denote the maximum size of a binary code of word length n, minimum dista...
We address the maximum size of binary codes and binary constant weight codes with few distances. Pre...
We address the maximum size of binary codes and binary constant weight codes with few distances. Pre...
We address the maximum size of binary codes and binary constant weight codes with few distances. Pre...
Let A(n, d) denote the maximum number of codewords in a binary code of length n and minimum Hamming ...
This paper obtains an upper bound on the cardinality of a binary code of length n and minimum distan...
AbstractWe derive a new estimate of the size of finite sets of points in metric spaces with few dist...
AbstractLet A(n, d, w) be the maximum cardinality of a binary code with length n, constant weight w ...
Improved bounds forA(n,d), the maximum number of codewords in a (linear or nonlinear) binary code of...
Improved bounds forA(n,d), the maximum number of codewords in a (linear or nonlinear) binary code of...
Improved bounds forA(n,d), the maximum number of codewords in a (linear or nonlinear) binary code of...
Improved bounds forA(n,d), the maximum number of codewords in a (linear or nonlinear) binary code of...
Improved bounds forA(n,d), the maximum number of codewords in a (linear or nonlinear) binary code of...
Dedicated to Prof. R. Ahlswede on the occasion of his 60-th birthday Abstract: A new asymptotic uppe...
AbstractWe derive a new estimate of the size of finite sets of points in metric spaces with few dist...
For n,d,w∈N, let A(n, d, w) denote the maximum size of a binary code of word length n, minimum dista...
We address the maximum size of binary codes and binary constant weight codes with few distances. Pre...
We address the maximum size of binary codes and binary constant weight codes with few distances. Pre...
We address the maximum size of binary codes and binary constant weight codes with few distances. Pre...
Let A(n, d) denote the maximum number of codewords in a binary code of length n and minimum Hamming ...
This paper obtains an upper bound on the cardinality of a binary code of length n and minimum distan...
AbstractWe derive a new estimate of the size of finite sets of points in metric spaces with few dist...
AbstractLet A(n, d, w) be the maximum cardinality of a binary code with length n, constant weight w ...
Improved bounds forA(n,d), the maximum number of codewords in a (linear or nonlinear) binary code of...
Improved bounds forA(n,d), the maximum number of codewords in a (linear or nonlinear) binary code of...
Improved bounds forA(n,d), the maximum number of codewords in a (linear or nonlinear) binary code of...
Improved bounds forA(n,d), the maximum number of codewords in a (linear or nonlinear) binary code of...
Improved bounds forA(n,d), the maximum number of codewords in a (linear or nonlinear) binary code of...
Dedicated to Prof. R. Ahlswede on the occasion of his 60-th birthday Abstract: A new asymptotic uppe...
AbstractWe derive a new estimate of the size of finite sets of points in metric spaces with few dist...
For n,d,w∈N, let A(n, d, w) denote the maximum size of a binary code of word length n, minimum dista...