AbstractA CB(v,k,λ) means a cyclic 2-design of block size k coincidence number λ, and with v points. In this paper, a recursive construction of a CB(v,k,λ) from two or three cyclic 2-designs is given
AbstractLet k, λ, and υ be positive integers. A perfect cyclic design in the class PD(υ, k, λ) consi...
AbstractWe present here some new constructions of block designs with repeated blocks for arbitrary k...
A pairwise balanced designs was constructed using cyclic partially balanced incomplete block designs...
AbstractA CB(v,k,λ) means a cyclic 2-design of block size k coincidence number λ, and with v points....
AbstractLet CS(2, k, υ) denote a cyclic Steiner 2-design of order υ with block size k. Our main resu...
We prove that the necessary conditions for the existence of cyclic block designs with block size 3 a...
This paper surveys direct and recursive constructions for cyclic Steiner 2-designs. A new method is ...
AbstractLet k and λ be positive integers and let v be a positive integer or an infinite cardinal num...
AbstractIt is known that there are close relations between cyclic neofields and cyclic 2-designs wit...
AbstractA general construction for Steiner 2-designs with prime power block size (and with a point-r...
AbstractLet CS(2, k, υ) denote a cyclic Steiner 2-design of order υ with block size k. Our main resu...
AbstractLet k and λ be positive integers and let v be a positive integer or an infinite cardinal num...
AbstractIn this paper, the necessary and sufficient condition for the existence of a 1-rotational Sλ...
AbstractIn this paper, recursive constructions for cyclic BIB designs and for BIB designs with more ...
AbstractLet D denote any balanced ternary design on v elements with block size three, index two, and...
AbstractLet k, λ, and υ be positive integers. A perfect cyclic design in the class PD(υ, k, λ) consi...
AbstractWe present here some new constructions of block designs with repeated blocks for arbitrary k...
A pairwise balanced designs was constructed using cyclic partially balanced incomplete block designs...
AbstractA CB(v,k,λ) means a cyclic 2-design of block size k coincidence number λ, and with v points....
AbstractLet CS(2, k, υ) denote a cyclic Steiner 2-design of order υ with block size k. Our main resu...
We prove that the necessary conditions for the existence of cyclic block designs with block size 3 a...
This paper surveys direct and recursive constructions for cyclic Steiner 2-designs. A new method is ...
AbstractLet k and λ be positive integers and let v be a positive integer or an infinite cardinal num...
AbstractIt is known that there are close relations between cyclic neofields and cyclic 2-designs wit...
AbstractA general construction for Steiner 2-designs with prime power block size (and with a point-r...
AbstractLet CS(2, k, υ) denote a cyclic Steiner 2-design of order υ with block size k. Our main resu...
AbstractLet k and λ be positive integers and let v be a positive integer or an infinite cardinal num...
AbstractIn this paper, the necessary and sufficient condition for the existence of a 1-rotational Sλ...
AbstractIn this paper, recursive constructions for cyclic BIB designs and for BIB designs with more ...
AbstractLet D denote any balanced ternary design on v elements with block size three, index two, and...
AbstractLet k, λ, and υ be positive integers. A perfect cyclic design in the class PD(υ, k, λ) consi...
AbstractWe present here some new constructions of block designs with repeated blocks for arbitrary k...
A pairwise balanced designs was constructed using cyclic partially balanced incomplete block designs...
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