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In this work we give some recurrence relations of the new generalized Bernoulli polynomials and numbers. Furthermore a relation is given between 2D-Bernoulli polynomials and 2-variable Hermite Kamp&ac...
In this work, we generalize the classical theorem of the implicit function, for functions whose domains are open subset of Banach spaces in to a Banach space, to the case of functions whose domains ar...
This paper proposes a model that generalizes the linear k-within-(m,s)-of-(m,n):G lattice system to multi-state case. In this model the system consists of mn components arranged in m rows and n column...
New classes containing generalization of differential operator are introduced. Characterization and other properties of these classes are studied. Moreover, Fekete-Szeg¨o functional for these classes ...
New generalizations of Hardy-Hilbert's integral inequality and its reverse via new methods are established.
We establish a new Ostrowski's inequality in by using an idea of B.G. Pachpatte.
A generalization of an inequality involving the generalized elementary symmetric mean and its elementary proof are given.
A Generalization Of An Inequality Of Jia And Cau.
Andersson's Inequality is generalized by replacing the integration there with a positive linear functional which operates on a composition of two functions. These two functions have rather light restr...
A generalization of Constantin's integral inequality and its discrete analogy are established. A discrete analogue of Okrasinsky's model for the infiltration phenomena of a fluid is also discussed to ...
In this paper we obtain a generalization of Ozaki-Nunokawa's univalence criterion using the method of Loewner chains.
In their 1987 paper, L. Maligranda and W. Orlicz gave a lemma which supplies a test to check that some function spaces are Banach algebras. In this paper we give a more general version of the Maligran...
By introducing a parameter , we have given generalization of Hilbert's type integral inequality with a best possible constant factor. Also its equivalent form is considered, and the generalized formul...
By introducing some parameters and the function and improving the weight function, we obtain a generalization of Hilbert's integral inequality with the best constant factor. As its applications, we b...

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