Contents V.9, N.1, 2018

  • THE FIBONACCI NUMBERS OF ASYMPTOTICALLY LACUNARY χ2 OVER PROBABILISTIC p− METRIC SPACES
    DEEPMALA, VANDANA, N. SUBRAMANIAN AND LAKSHMI NARAYAN MISHRA (pp. 94-107)
  • Abstract

    In this paper we study the concept of almost asymptotically lacunary statistical χ2 over probabilistic p− metric spaces and discuss some general topological properties of above sequence spaces.

    Keywords

    analytic sequence, double sequences, χ2 space, Fibonacci number, Musielak-modulus function, probabilisitic p− metric space, asymptotically equivalence, statistical convergent.

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