Author:
Stanton R. G.,Sprott D. A.
Abstract
A difference set (,D) is defined in (2) as a subset D of k elements
in a group of order υ with
the following properties :
(1) if x ∊ ,
x ≠ 1, there are exactly λ distinct ordered pairs
(d
1
d
2) of elements of D such that
x = 1
d
2;
(2) if x ∊ ,
x ≠ 1, there are exactly λ distinct ordered pairs
(3
d
4) of elements of D such that x =
3
d
4−1.
Publisher
Canadian Mathematical Society
Cited by
43 articles.
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