
doi: 10.2298/pim2021093s
Let I2 ? P(N ? N) be a nontrivial ideal. We provide a new approach to the concept of I2-double lacunary statistical convergence and I2-lacunary strongly double summable by taking f(?,?), which is a multidimensional measurable real valued function on (1,?) ? (1,?). Additionally, we examine the relation between these two new methods.
Strongly lacunary functions, lacunary statistically convergent, Functional analytic methods in summability, Real valued function, real valued function, Lacunary statistically convergent, Summability methods using statistical convergence, Double sequences, Multiple sequences and series, double sequences, strongly lacunary functions
Strongly lacunary functions, lacunary statistically convergent, Functional analytic methods in summability, Real valued function, real valued function, Lacunary statistically convergent, Summability methods using statistical convergence, Double sequences, Multiple sequences and series, double sequences, strongly lacunary functions
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