MATEMATIQKI VESNIK STRONGLY I AND I *-STATISTICALLY PRE-CAUCHY DOUBLE SEQUENCES IN PROBABILISTIC METRIC SPACES

Prasanta Malik, Argha Ghosh, Manojit Maity
unpublished
In this paper we consider the notion of strongly I-statistically pre-Cauchy double sequences in probabilistic metric spaces in line of Das et. al. (On I-statistically pre-Cauchy sequences, Taiwanese J. Math 18 (1) (2014), 115-126) and introduce the new concept of strongly I *-statistically pre-Cauchy double sequences in probabilistic metric spaces. We mainly study interrelationship among strong I-statistical convergence, strong I-statistical pre-Cauchy condition and strong I *-statistical
more » ... *-statistical pre-Cauchy condition for double sequences in probabilistic metric spaces and examine some basic properties of these notions.
fatcat:iwkegsmfpraizea4i2r7pcfgfa