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The Generalized difference of $int chi^{2textit{I}}$ of fuzzy real numbers over $p-$ metric spaces defined by Musielak Orlicz function
Journal: NEW TRENDS IN MATHEMATICAL SCIENCES (Vol.4, No. 3)Publication Date: 2016-06-01
Authors : Deepmala -; N. Subramanian; Vishnu Narayan Mishra;
Page : 296-306
Keywords : analytic sequence double sequences $\chi^{2}$ space difference sequence spaceMusielak - Orlicz function $p-$ metric space Ideal ideal convergent fuzzy number multiplier space.;
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Abstract
In this article we introduce the sequence spaces \$left[chi^{2q}_{fmu },left|left(dleft(x_{1},0right),dleft(x_{2},0right),cdots, dleft(x_{n-1},0right)right)right|_{p}right]^{textit{I}left(Fright)}$ and $left[Lambda^{2q}_{fmu },left|left(dleft(x_{1},0right),dleft(x_{2},0right),cdots, dleft(x_{n-1},0right)right)right|_{p}right]^{textit{I}left(Fright)},$ associated with the integrated sequence space defined by Musielak. We study some basic topological and algebraic properties of these spaces. We also investigate some inclusion relations related to these spaces.
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Last modified: 2017-01-26 01:24:50