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We focus on stochastic comparisons of lifetimes of series and parallel systems consisting of independent and heterogeneous new Pareto type components. Sufficient conditions involving majorization type partial orders are provided to obtain stochastic comparisons in terms of various magnitude and dispersive orderings which include usual stochastic order, hazard rate order, dispersive order and right spread order. The usual stochastic order of lifetimes of series systems with possibly different scale...

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Sätze vom Mazur-Orlicz-Typ

Sequence Spaces and Summability Factors.

Sequences of Regular Summability Matrices.

Shifted quadratic zeta series.

Solid summability fields

Some Characterizations Of Almost Convergence For Single And Double Sequences

Some generalisations on a scale of Abel type summability methods

Some inclusion theorems for absolute summability

Some Mercerian Theorems For Regularly Varying Sequences

Some properties of the $Y$ -method of summability in complete ultrametric fields

Some sequence spaces and statistical convergence.

Some sequence spaces defined by a modulus

Some stochastic comparison results for series and parallel systems with heterogeneous Pareto type components

Statistical convergence of sequences of fuzzy numbers

Strict inclusion between strong and ordinary methods of summability.

Submatrices of summability matrices.

Subsequential convergence conditions.

Summability factors for generalized absolute Riesz summability I

Summability Factors for Lower-Semi-Matrix Transformations.

Summability factors involving Orlicz metrics

Currently displaying 1 – 20 of 24