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View all- Abramov SPogudin G(2025)On the dimension of the solution space of linear difference equations over the ring of infinite sequencesJournal of Symbolic Computation10.1016/j.jsc.2024.102350127(102350)Online publication date: Mar-2025
In this article, using the Orlicz function M and the difference operator of order n ≥ 1, we introduce the spaces of lacunary ideal convergent difference sequences and lacunary strongly summable difference sequences of fuzzy numbers via fuzzy metric. We ...
In this paper we introduce and examine some properties of the sequence spaces C(@D"v^m,@q,(p)),C[@D"v^m,@q,(p)],C"~(@D"v^m,@q,(p)),C"~[@D"v^m,@q,(p)],N"@q(@D"v^m,(p)),S"@q(@D"v^m) and study various properties and inclusion relations of these spaces. We ...
The definition of lacunary strong A-convergence with respect to a modulus is extended to a definition of lacunary strong A-convergence with respect to a sequence of modulus functions. We study some connections between lacunary strong A-convergence with ...
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