Some Triple Difference Rough Ces`aro and Lacunary Statistical Sequence Spaces

While this result is a little weaker than the one due to Blanksby and Montgomery, the method used has since become quite important as it has produced the best results yet known,

Abstract: In the present paper we introduced some seminormed difference sequence spaces combining lacunary sequences and Musielak- Orlicz function M = (M k ) over n-normed spaces

AMS Subject Classification: analytic sequence, double sequences, χ 2 space, Musielak - modulus function, Random p− metric space, Lacunary sequence, Statistical conver- gence..

Abstract: We generalized the concepts in probability of rough Ces` aro and lacunary statistical by introducing the difference operator ∆ α γ of fractional order, where α is a

a j z j has a long history and dates back to the earliest days when the geometrical representation of complex numbers

So, now you think you can solve every single problem involving systems of linear differential equations with constant coefficients, eh.. Not to let you down after all the work you

However the proof given in [E2] does not allow this generalisation: if the Ces` aro-α means are bounded, with 0 < α < 1, it is easy to deduce that the Abel means are bounded

Key words and phrases : evolution problem, stable family of operators, stable approx- imations of the evolution operator, fundamental solution, Cauchy problem, uniformly correct