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Sep 23, 2021Open Access
In this paper, the optical properties of CaH _{2}, in orthorhombic structure, with space group, , in crystal system (Co _{2}Sitype) have been investigated carefully. The theoretical milieu of the correlation between the dielectric function with other optical constants has been investigated. The real and the imaginary parts of the dielectric function have besides, been inspected accurately. The outcome of the exchange correlation potentials implemented (GGA and GGA U) to the abso...
Dec 24, 2019Open Access
In this paper, we prove fixed point theorems of a generalization which is related to the concept of MeirKeeler function in a complete b_{2}metric space. And we know it extends and generalizes some known results in metric space to b_{2}metric space.
Aug 29, 2019Open Access
For importance of the trigonometric integrals, we have in this paper finding a series of power, some of trigonometric functions that did not exist before in the first section. As shown in the Section two, where, the integration of trigonometric function with power n has been achieved and approved, this result is considered as the first achievement. while in the third section we find integrals ...
Oct 25, 2017Open Access
Applications of the generalization of MazurOrlicz theorem to concrete spaces are proved. Suitable moment problems are solved, as applications of extension theorems of linear operators with a convex and a concave constraint. In particular, a relationship between MazurOrlicz theorem and Markov moment problem is partially illustrated. In the end of this work, an application to the multidimensional Markov moment problem of an earlie ...
Jun 23, 2016Open Access
Using only the Poisson integral and elementary convergence theorems, we prove the wellknown Density theorem and Fatou’s radial limit theorem.
Mar 24, 2014Open Access
In the first part of this work, a convex partition of a compact subset is constructed. Minimumlength surrounding curve and minimumarea surrounding surfaces for a compact set are constructed too. In the second part, one writes the perimeter of an ellipse as the sum of an alternate series. On the other hand, we deduce related “sandwich” inequalities for the perimeter, involving Jensen’s inequality and logarithmic function respectively. We discuss the values of the ordinate of the gravity center ...
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