AbstractIt is known that there are close relations between cyclic neofields and cyclic 2-designs with block size 3. In this paper it is shown that every cyclic Steiner 2-design with block size 4 is algebraically equivalent to a cyclic neofield with a suitable property
AbstractIn this paper interesting families of designs are constructed and studied. First, a family o...
AbstractLet k and λ be positive integers and let v be a positive integer or an infinite cardinal num...
AbstractA CB(v,k,λ) means a cyclic 2-design of block size k coincidence number λ, and with v points....
AbstractIt is known that there are close relations between cyclic neofields and cyclic 2-designs wit...
This paper surveys direct and recursive constructions for cyclic Steiner 2-designs. A new method is ...
A general construction for Steiner 2-designs with prime power block size (and with a point-regular a...
AbstractLet CS(2, k, υ) denote a cyclic Steiner 2-design of order υ with block size k. Our main resu...
The cyclotomy of finite fields has been used quite successfully to construct combinatorial designs. ...
AbstractLet CSQS(ν) denote a cyclic Steiner quadruple system of order ν. Various product constructio...
AbstractA CB(v,k,λ) means a cyclic 2-design of block size k coincidence number λ, and with v points....
We improve the constructions of S. Bagchi and B. Bagchi for Steiner 2-designs which are point-regula...
AbstractA general construction for Steiner 2-designs with prime power block size (and with a point-r...
AbstractIn this paper, we will extend a semiframe to a more general notion ‘quasiframe’ and discuss ...
AbstractWe improve the constructions of S. Bagchi and B. Bagchi for Steiner 2-designs which are poin...
AbstractLet CS(2, k, υ) denote a cyclic Steiner 2-design of order υ with block size k. Our main resu...
AbstractIn this paper interesting families of designs are constructed and studied. First, a family o...
AbstractLet k and λ be positive integers and let v be a positive integer or an infinite cardinal num...
AbstractA CB(v,k,λ) means a cyclic 2-design of block size k coincidence number λ, and with v points....
AbstractIt is known that there are close relations between cyclic neofields and cyclic 2-designs wit...
This paper surveys direct and recursive constructions for cyclic Steiner 2-designs. A new method is ...
A general construction for Steiner 2-designs with prime power block size (and with a point-regular a...
AbstractLet CS(2, k, υ) denote a cyclic Steiner 2-design of order υ with block size k. Our main resu...
The cyclotomy of finite fields has been used quite successfully to construct combinatorial designs. ...
AbstractLet CSQS(ν) denote a cyclic Steiner quadruple system of order ν. Various product constructio...
AbstractA CB(v,k,λ) means a cyclic 2-design of block size k coincidence number λ, and with v points....
We improve the constructions of S. Bagchi and B. Bagchi for Steiner 2-designs which are point-regula...
AbstractA general construction for Steiner 2-designs with prime power block size (and with a point-r...
AbstractIn this paper, we will extend a semiframe to a more general notion ‘quasiframe’ and discuss ...
AbstractWe improve the constructions of S. Bagchi and B. Bagchi for Steiner 2-designs which are poin...
AbstractLet CS(2, k, υ) denote a cyclic Steiner 2-design of order υ with block size k. Our main resu...
AbstractIn this paper interesting families of designs are constructed and studied. First, a family o...
AbstractLet k and λ be positive integers and let v be a positive integer or an infinite cardinal num...
AbstractA CB(v,k,λ) means a cyclic 2-design of block size k coincidence number λ, and with v points....
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