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60.115  Articles
1 of 6.013 pages  |  10  records  |  more records»
We give completely monotonicity properties and inequalities for functions involving the G_k functions and their logarithmic derivatives ?_k functions. We introduce a k-analogue of the Riemann Zeta function ?_k as an integral and using Schwarz’s and Holder... see more

By a simple approach, two classes of functions involving generalization Euler's gamma function and originating from certain  problems of traffic flow are proved to be logarithmically  completely monotonic and a class of functions involving the p... see more

We give completely monotonicity properties and inequalities for functions involving the G_k functions and their logarithmic derivatives ?_k functions. We introduce a k-analogue of the Riemann Zeta function ?_k as an integral and using Schwarz’s and Holder... see more

In this paper, we establish some generalized inequalities for the gamma function using the properties of logarithmically convex/concave functions.

Few studies in Africa have investigated the physical performance of children using the allometric method. This study evaluated the functional fitness of children and adolescents in a rural area of Mozambique using the contrast between theoretical models a... see more

Considered a multi-optional method of finding an ideal gas adiabatic process equation. Specific hybrid optional functions are taken into account at the optimization of an objective functional which includes an entropy uncertainty measure for those specifi... see more

We present a direct protocol with logarithmic communication thatfinds an element in the symmetric difference of two sets of different size. Thisyields a simple proof that symmetric functions have logarithmic circuit depth.

This paper is about obtaining some new type of integral inequalities for functions from the Lipschitz class. For this, some new integral inequalities related to the differences between the two different types of integral averages for Lipschitzian function... see more

The production time series for the classical Cobb-Douglas function on capital and labor costs is considered. Discrepancies between theoretical values of output (Cobb-Douglas function) and real indicator values are interpreted as random deviations. Instead... see more

1 of 6.013 pages  |  10  records  |  more records»