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Toplam kayıt 24, listelenen: 11-20
Salagean-type harmonic multivalent functions defined by q-difference operator
(Univ Babes-Bolyai, 2022)
We introduce a new subclass of Salagean-type harmonic multivalent functions by using q-difference operator. We investigate sufficient coefficient es-timates, distortion bounds, extreme points, convolution properties and ...
ON SPACE-LIKE GENERALIZED CONSTANT RATIO HYPERSUFACES IN MINKOWSKI SPACES
(Inst Applied Mathematics, 2022)
In this work, we move the study of generalized constant ratio hypersurfaces started in [6] into the Minkowski space. First, we get some geometrical properties of a non-degenerated GCR hypersurface in an arbitrary dimensional ...
The soliton analysis for optical fibers models
(Elsevier Sci Ltd, 2022)
Optical fibers have a major role in the industry and daily life. To simulate the pulse propagation in optical fibers, numerous models are seen in the literature. In this work, the Kundu-Mukherjee-Naskar (KMN) model and the ...
The solutions of diatomic models arising in material science
(Indian Acad Sciences, 2022)
Materials science is one of the most important research areas. The wave phenomena in materials science are explained by the dynamics of nonlinear lattices that is generally considered by one-dimensional monatomic chains. ...
AN INVESTIGATION ON GEOMETRIC PROPERTIES OF ANALYTIC FUNCTIONS WITH POSITIVE AND NEGATIVE COEFFICIENTS EXPRESSED BY HYPERGEOMETRIC FUNCTIONS
(Honam Mathematical Soc, 2022)
This paper aims to investigate characterizations on parameters k(1), k(2), k(3), k(4), k(5), l(1), l(2), l(3), and l(4) to find relation between the class of H(k, l, m, n, o) hypergeometric functions defined by F-5(4) [(l1, ...
Wave propagations for dispersive variants of spatial models in epidemiology and ecology
(Elsevier, 2022)
In this paper, apart from the well-known second-order reaction-diffusion models in epidemiology and ecology, the third-order variants, called the reaction-dispersion models, are proposed. Using an ansatz method with the ...
ON COMPARISON OF SOLUTION OF ORDINARY DIFFERENTIAL EQUATION WITH HAAR WAVELET METHOD AND THE MODIFIED ISHIKAWA ITERATION METHOD
(Editura Bibliotheca-Bibliotheca Publ House, 2022)
In this study, we have used a newly modified Ishikawa iteration method and the Haar wavelet method to solve an ordinary linear differential equation with initial conditions. Using the modified Ishikawa iteration approach, ...
Extraction of stress intensity factors of biharmonic equations with corner singularities corresponding to mixed boundary conditions of clamped, simply supported, and free (II)
(Pergamon-Elsevier Science Ltd, 2022)
In [13], we derived stress intensity factors (SIF) extraction formulas of a biharmonic equation delta(2)u = f in a cracked domain whose crack faces have clamped boundary conditions. In this paper, we extend our investigation ...
A Class of Integral Operators Induced by Harmonic Bergman-Besov Kernels on Lebesgue Classes
(Univ Nis, Fac Sci Math, 2022)
We provide a full characterization in terms of the six parameters involved the boundedness of all standard weighted integral operators induced by harmonic Bergman-Besov kernels acting between different Lebesgue classes ...
SOME CONDITIONS ON STARLIKE AND CLOSE TO CONVEX FUNCTIONS
(Vinca Inst Nuclear Sci, 2022)
Many mathematical concepts are explained when viewed through complex function theory. We are here basically concerned with the form f(z) = a(0) + a(1)z + a(2)z(2) +.... f(z) is an element of A, f(z) = z + Sigma(infinity) ...