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In this article, we prove a common fixed point results for two pairs of weakly compatible self-mappings in a complete metric space satisfying...
We estimated the different entropies like Shannon entropy, Rényi divergences, Csiszar divergence by using the Jensen’s type functionals. The Zipf’s mandelbrot law and hybrid Zipf’s mandelbrot law are used to estimate the Shannon entropy. Further the Hermite interpolating polynomial is used to...
In this article we discuss the unicity question of a category of non-linear differential polynomial of meromorphic function and its q-shift counterpart sharing 1 value. In this process, we employ the concepts of normal families as a tool to procure our results. We generalize and improve the...
The multi-projection methods for solving the Fredholm-Hammerstein integral equation is proposed in this paper. We obtain the similar super-convergence results as in Mandal and Nelakanti (J Comput Appl Math 319:423–439, 2017) with a smooth kernel using piecewise polynomials of degree...
In 1976, Caristi fixed point theorem was proved for ordinary metric spaces. After that, it was shown that this result is equivalent to Ekeland variational principle which has a great number of applications in many branches of mathematics. In this paper, we first introduce a new concept so called...
Recently, Sarıgöl (in: Kuwait J Sci 42(3):28–35, 2015) has investigated the summability factors of type...
In this paper, we are devoted to consider the periodic problem for the hybrid delayed evolution equation in partially ordered Banach spaces. By means of positive...
In this paper, we discuss Borel exceptional value of an algebroid function on annuli and its relation with Picard and Nevanlinna exceptional values for algebroid function on annuli.
Certain new subclasses of bi-univalent analytic functions are introduced in this paper using the concept of subordination. Non-sharp bounds for the Fekete–Szegö functional are found. The results of this paper generalize several recently obtained results.
This paper is devoted to the study of some new definition of pseudo-spectrum for a matrix pencils called generalized determinant pseudo-spectrum. Some properties of the generalized determinant pseudo-spectrum are investigated and some examples are also given. Finally, we show an analogue of the...
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