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Discrete mathematics is the study of mathematical structures that can be considered "discrete" (in a way analogous to discrete variables, having a bijection with the set of natural numbers) rather ...
This literature review explores the intersection of discrete mathematics and programming languages, focusing on how concepts from discrete mathematics, such as formal languages and combinatorics, are ...
ABSTRACT: By extending both arithmetical operations into finite sets of natural numbers, from the entire set of natural numbers successively deleting some residue classes modulo a prime, we invented a ...
In this paper we present combinatorial interpretations and polynomials generalizations for sequences including the Fibonacci numbers, the Pell numbers and the Jacobsthal numbers in terms of partitions ...
Compositions are conceptualized as non alternating sequences of blocks of non-decreasing and strictly decreasing partitions. We find the generating function F(x, y, q) where x marks the size of the ...
Abstract: An algorithm based on O/sup 2/DFT (odd-time odd-frequency discrete Fourier transform) is presented for the computation of the EDCT-2 of purely real sequences. Comparison of this algorithm ...