A class of sequences with a strong average property
β Scribed by Viktor Losert
- Publisher
- Elsevier Science
- Year
- 1985
- Tongue
- English
- Weight
- 348 KB
- Volume
- 55
- Category
- Article
- ISSN
- 0001-8708
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π SIMILAR VOLUMES
Periodic "1 sequences all but one of whose out-of-phase autocorrelation w x coefficients are zero are studied by Wolfmann 9 . Using the equivalence of these Ε½ almost perfect sequences to certain classes of cyclic divisible difference sets as w x. Ε½ noted by Pott and Bradley 7 , we investigate the ca
## Abstract Let __m__ and __n__ be nonnegative integers. Denote by __P__(__m,n__) the set of all triangleβfree graphs __G__ such that for any independent __m__βsubset __M__ and any __n__βsubset __N__ of __V__(__G__) with __M__ β© __N__ = Γ, there exists a unique vertex of __G__ that is adjacent to e
## Abstract Let __H__(U) be the space of all analytic functions in the unit disk U, and let co__E__ denote the convex hull of the set __E__ β β. If __K__ β __H__(U) then the operator I : __K__ β __H__(U) is said to be an __averaging operator__ if For a function __h__ β __A__ β __H__(U) we will det