Add to ORKGWe discuss Ray-Chaudhari and Wilson inequality for a 0-design and give simple proof of the result ` For fixed block size k, there exist finitely many parametrically feasible t-designs with t intersection numbers and λ > 1 '
We prove that if there exists a t - (v, k, λ) design satisfying the inequality (Formula Presented) f...
AbstractK.N. Majumdar has shown that for a 2−(v, k, λ) design D there are three numbers α, τ, and Σ ...
We derive an inequality for 0-designs which holds with equality iff the design is a t-design. This i...
We discuss Ray-Chaudhari and Wilson inequality for a 0-design and give simple proof of the result '\...
It is shown that for v sufficiently large and $k\geqq 2t + 1$, for any feasible quadruple $t - ( v ,...
It is shown that for v sufficiently large and $k\geqq 2t + 1$, for any feasible quadruple $t - ( v ,...
A t-( n, k, λ) design over Fq is a collection of k-dimensional subspaces of Fqn, called blocks, such...
A t-( n, k, λ) design over Fq is a collection of k-dimensional subspaces of Fqn, called blocks, such...
AbstractLet b⊆Vk be a t −(υ, kλ)-design and M ⊆ v with t ⩽ m := |M|. Then we call for 0⩽j⩽mαj=|{B∈b|...
Combinatorial configurations have significant applications in many areas, such as in the design of e...
Combinatorial configurations have significant applications in many areas, such as in the design of e...
Combinatorial configurations have significant applications in many areas, such as in the design of e...
AbstractWe give a method to obtain new i-designs from t-designs with j distinct intersection numbers...
This thesis is an exposition of Sylvia Hobart\u27s article On a Characterization of t-designs in ter...
This thesis is an exposition of Sylvia Hobart\u27s article On a Characterization of t-designs in ter...
We prove that if there exists a t - (v, k, λ) design satisfying the inequality (Formula Presented) f...
AbstractK.N. Majumdar has shown that for a 2−(v, k, λ) design D there are three numbers α, τ, and Σ ...
We derive an inequality for 0-designs which holds with equality iff the design is a t-design. This i...
We discuss Ray-Chaudhari and Wilson inequality for a 0-design and give simple proof of the result '\...
It is shown that for v sufficiently large and $k\geqq 2t + 1$, for any feasible quadruple $t - ( v ,...
It is shown that for v sufficiently large and $k\geqq 2t + 1$, for any feasible quadruple $t - ( v ,...
A t-( n, k, λ) design over Fq is a collection of k-dimensional subspaces of Fqn, called blocks, such...
A t-( n, k, λ) design over Fq is a collection of k-dimensional subspaces of Fqn, called blocks, such...
AbstractLet b⊆Vk be a t −(υ, kλ)-design and M ⊆ v with t ⩽ m := |M|. Then we call for 0⩽j⩽mαj=|{B∈b|...
Combinatorial configurations have significant applications in many areas, such as in the design of e...
Combinatorial configurations have significant applications in many areas, such as in the design of e...
Combinatorial configurations have significant applications in many areas, such as in the design of e...
AbstractWe give a method to obtain new i-designs from t-designs with j distinct intersection numbers...
This thesis is an exposition of Sylvia Hobart\u27s article On a Characterization of t-designs in ter...
This thesis is an exposition of Sylvia Hobart\u27s article On a Characterization of t-designs in ter...
We prove that if there exists a t - (v, k, λ) design satisfying the inequality (Formula Presented) f...
AbstractK.N. Majumdar has shown that for a 2−(v, k, λ) design D there are three numbers α, τ, and Σ ...
We derive an inequality for 0-designs which holds with equality iff the design is a t-design. This i...