• GENERALIZED DIFFERENCE SEQUENCE SPACES OF MODAL INTERVAL NUMBERS DEFINED BY A SEQUENCE OF MODULUS FUNCTIONS

S. ZION CHELLA RUTH*, K. VEMBARASI

Abstract


In this paper we introduce and investigate the generalized difference sequence spaces of modal interval numbers ,  and defined by a sequence  of modulus functions and p=(pk) be any bounded sequence of positive real numbers. We also obtain some relations between these spaces as well as prove some inclusion results.


Keywords


Difference sequence space, Modulus functions, paranorm, Modal interval numbers.

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