On the convergence of certain sums of independent random elements

[2] D´ıaz S., Fern´ andez A., Florencio M., Pa´ ul P.J., Complemented copies of c 0 in the space of Pettis integrable functions, Quaestiones Math. Reidel Publishing Company,

This extension will provide a convergence theory for weighted sums of stochastic processes which mav be considered as random elements in function spaces, such as the Wiener process on

Weighted Sums, Strong Law of Large Numbers, Almost Se Convergence, Generzed Gaussian Random Variables, Random Elements in Banach Space, Schauder Basis.. AMS (MOS) SUBJECT

In this paper, we mainly study the strong convergence property for the partial sums of AANA random variables; furthermore the strong convergence property for weighted sums of

Stanojevic, The Lebesgue integral as the almost sure limit of random Riemann sums, Proc.. Pruss, Randomly sampled Riemann sums and complete converjence in the law of larg numbers for

During their investigations some authors introduced modified trigonometric sums as these sums approximate their limits better than the classical trigonometric series in the sense

The repeated homogeneous balance method is used to construct new exact traveling wave solutions of the (2+1) dimensional Zakharov- Kuznetsov (ZK) equation, in which the

Furthermore, using a characterization (due to R.C. James) of super-reflexivity by infinite trees we show that when E is reflexive or B-convex, then in LEP(R) (1 < p < (R))