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Your search keyword '"*REAL analysis (Mathematics)"' showing total 3 results
Start Over Descriptor "*REAL analysis (Mathematics)" Topic mathematical functions Topic mathematics theorems
3 results on '"*REAL analysis (Mathematics)"'

1. THE BACKWARD OPERATOR OF DOUBLE ALMOST (λmµn) CONVERGENCE IN χ²--RIESZ SPACE DEFINED BY A MUSIELAK-ORLICZ FUNCTION.

Author

Vandana, Deepmala, Subramanian, N., and Mishra, Lakshmi Narayan

Subjects
*MATHEMATICAL functions, *MATHEMATICAL analysis, *REAL analysis (Mathematics), *MATHEMATICS theorems, *MULTIVARIABLE calculus
Abstract

In this paper we introduce the backward operator is ∇ and study the notion of ∇ -- Cauchy sequence using by almost (λmµn) convergence in χ² -- Riesz space and also some inclusion theorems are discussed. [ABSTRACT FROM AUTHOR]

Published
2017

2. Kirby calculus for null-homologous framed links in.

Author

Habiro, Kazuo and Widmer, Tamara

Subjects
*MANIFOLDS (Engineering), *REAL analysis (Mathematics), *MATHEMATICAL functions, *CALCULUS education, *MATHEMATICS theorems
Abstract

A theorem of Kirby gives a necessary and sufficient condition for two framed links in [ABSTRACT FROM AUTHOR]

Published
2017
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3. Differential subordinations obtained by using a generalization of Marx-Strohhäcker theorem.

Author

Oros, Georgia Irina, Oros, Gheorghe, Lupaş, Alina Alb, and Ionescu, Vlad

Subjects
*MATHEMATICS theorems, *CONVEX functions, *MATHEMATICAL functions, *REAL analysis (Mathematics), *FUNCTIONAL equations
Abstract

In [1] and [6] Marx and Strohhäcker have proved that if f ∊ A is a convex function, then it has the property of starlikeness of order 1/2 . In [5, Theorem 9.5.6], P. T. Mocanu extended this result to the class A2 for a convex function of order - 1/2 . In this paper we extend the results proven by Marx and Strohhäcker and by P. T. Mocanu and we'll prove that, if the function f ∊ An, n ≥ 3, is a close-to-convex function, then it is starlike of order 1/2 . [ABSTRACT FROM AUTHOR]

Published
2016

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