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Direct Sums and Direct Products
2015The concept of direct sum is of utmost importance for the theory. This is mostly due to two facts: first, if we succeed in decomposing a group into a direct sum, then it can be studied by investigating the summands separately, which are, in numerous cases, simpler to deal with.
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On Balancing of a Direct Product.
2009A direct product of two sequences is a naturally defined sequence on the alphabet of pairs of symbols. By taking inspiration from [Pavel Salimov. On uniform recurrence of a direct product. In AutoMathA, 2009], where the author investigates the case of uniformly recurrent words, here, we study when the product of two balanced sequences on binary ...
Restivo A, ROSONE, GIOVANNA
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Latin interchanges and direct products.
Ars Comb., 2002Summary: In this paper we focus on the identification of Latin interchanges in Latin squares which are the direct product of Latin squares of smaller orders. The results we obtain on Latin interchanges will be used to identify critical sets in direct products. This work is an extension of research carried out by \textit{D. R. Stinson} and \textit{G. H.
Donovan, D, Gower, RAH, Khodkar, A
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Product properties and their direct verification
Acta Informatica, 1983The paper presents a family of properties of programs, called product (and power) properties, for which the verification method of Floyd and Hoare are inconvenient. A (semantically) complete alternative method is proposed' The paper presents the method in both the endogenous and exogenous versions and applies them to examples. Semantic completeness and
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Construction of non-direct product triangular norms on product lattices
Fuzzy Sets and Systems, 2023Jun Geng, Ziwen Chen, Rina Wang
exaly
On some metric properties of direct-co-direct product
Applied Mathematics and Computation, 2023Iztok Peterin, Aleksander Kelenc
exaly
THE MULTIPLICATOR OF A DIRECT PRODUCT
The Quarterly Journal of Mathematics, 1971openaire +2 more sources
Disjoint direct product decompositions of permutation groups
Journal of Symbolic Computation, 2022Christopher Jefferson, Mun See Chang
exaly

