Ideal convergence of sequences in neutrosophic normed spaces
Ömer Kı̇şı̇
Abstract
Statistical convergence of sequences has been studied in neutrosophic normed spaces (NNS) by Kirişci and Şimşek [ 39 ]. Ideal convergence is more general than statistical convergence for sequences. This has motivated us to study the ideal convergence in NNS. In this paper, we study the concept of ideal convergence and ideal Cauchy for sequences in NNS.
Topics & Concepts
Ideal (ethics)Convergence (economics)MathematicsModes of convergence (annotated index)Cauchy distributionCauchy's convergence testConvergence testsDiscrete mathematicsComputer scienceTopological spaceStatisticsRate of convergenceMathematical analysisTopological vector spaceTelecommunicationsEpistemologyFree boundary problemIsolated pointEconomicsPhilosophyCauchy boundary conditionBoundary value problemChannel (broadcasting)Economic growthApproximation Theory and Sequence SpacesFuzzy and Soft Set TheoryMulti-Criteria Decision Making