Başlık için Matematik-Makale Koleksiyonu listeleme
Toplam kayıt 499, listelenen: 1-20
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Almost η-ricci and almost η-yamabe solitons with torse-forming potential vector field
(Natl Inquiry Services Centre Pty Ltd, 2020)We provide properties of almost eta-Ricci and almost eta-Yamabe solitons on submanifolds isometrically immersed into a Riemannian manifold ((M) over tilde, (g) over tilde) whose potential vector field is the tangential ... -
Analysis and dynamics of a mathematical model to predict unreported cases of COVID-19 epidemic in Morocco
(Springer Heidelberg, 2022)In December 2019, in Wuhan, China, a new disease was detected, and the virus easily spread throughout other nations. March 2, 2020, Morocco announced 1st infection of coronavirus. Morocco verified a total of 653,286 cases, ... -
Analysis of a basic SEIRA model with Atangana-Baleanu derivative
(Amer Inst Mathematical Sciences-AIMS, 2020)Since computer worms have very acute and negative effects on computer systems, they are considered as one of the malicious bodies that induce serious issues in these structures. This is why numerous efforts have been given ... -
Analysis of advective-diffusive transport phenomena modelled via non-singular mittag-leffler kernel
(Edp Sciences S A, 2019)In this study, a linear advection-diffusion equation described by Atangana-Baleanu derivative with non-singular Mittag-Leffler kernel is considered. The Cauchy, Dirichlet and source problems are formulated on the half-line. ... -
Analysis of an axis-symmetric fractional diffusion-wave problem
(IOP Publishing Ltd, 2009)This paper presents an axis-symmetric fractional diffusion-wave problem which is considered in polar coordinates. The dynamic characteristics of the system are described with a partial fractional differential equation in ... -
Analysis of hepatitis B disease with fractal-fractional Caputo derivative using real data from Turkey
(Elsevier, 2022)Scholars and analysts have been increasingly focusing on the concept of modeling contagious illnesses by aid of non-integer order derivatives. It is beyond suspicion that one is able to designate traditional epidemiological ... -
Analysis of novel fractional order plastic waste model and its effects on air pollution with treatment mechanism
(Journal of Applied Analysis and Computation, 2024)In the present era, the plastic waste problem is a global challenge due to its massive production. The post-use of waste plastic influences the earth's environment, human life, marine life, and ocean. Thus there is a ... -
Analyze the optimal solutions of optimization problems by means of fractional gradient based system using VIM
(2016)In this paper, a class of Nonlinear Programming problem is modeled with gradient basedsystem of fractional order differential equations in Caputo's sense. To see the overlap between theequilibrium point of the fractional ... -
An application of soft Set and fuzzy soft Set theories to stock management
(2017)We give a new application of both notions of a soft set and of a fuzzy soft set to the effective management of stock-out situation. We construct a model to track the remaining raw materials in stock at the end of the first ... -
An application of soft set and fuzzy soft set theories to stock management
(2017)Bu çalı¸smada stok durumlarının etkili bir ¸sekilde yönetimi probleminin çözümünde,esnek ve bulanık esnek kümelerin kullanılmasına ili¸skin bir uygulama verilmi¸stir. ?Ilk hafta(veya ilk ay) sonunda, esnek küme teorisinin ... -
Applications of differential transform method to differential-algebraic equations
(Elsevier Science Inc, 2004)In this paper, numerical solution of linear differential-algebraic equations (DAEs) is considered by differential transform method. Two different problems have been solved by using the technique and solutions have been ... -
Applications of k-fibonacci numbers for the starlike analytic functions
(Hacettepe Univ, 2015)The k-Fibonacci numbers F-k,F-n (k > 0), defined recursively by F-k; 0 = 0; F-k,F-1 = 1 and F-k,F-n = k F-k,F-n + F(k, n-1)1 for n >= 1 are used to define a new class SLk. The purpose of this paper is to apply properties ... -
An approach to pre-separation axioms in neutrosophic soft topological spaces
(Ankara Univ, 2020)In this study, we introduce the concept of neutrosophic soft preopen (neutrosophic soft pre-closed) sets and pre-separation axioms in neutrosophic soft topological spaces. In particular, the relationship between these ... -
Approximating polynomials for functions of weighted smirnov-orlicz spaces
(Hindawi Ltd, 2012)Let G(0) and G(infinity) be, respectively, bounded and unbounded components of a plane curve Gamma satisfying Dini's smoothness condition. In addition to partial sum of Faber series of f belonging to weighted Smirnov-Orlicz ... -
Approximation and moduli of fractional orders in smirnov-orlicz classes
(Croatian Mathematical Soc, 2008)In this work we investigate the approximation problems in the Smirnov-Orlicz spaces in terms of the fractional modulus of smoothness. We prove the direct and inverse theorems in these spaces and obtain a constructive ... -
Approximation by (C,1) and Abel-Poisson means of Fourier series on hexagonal domains
(Element, 2013)The approximation problems by Cesaro (C, 1) means and by Abel-Poisson means of Fourier series on hexagonal domains are studied. The estimates for the rate of convergence of these means are obtained for functions in Lipschitz ... -
Approximation by de la valleee poussin means in weighted generalized grand smirnov classes
(Turkic World Mathematical Soc, 2022)Let G be a simple connected domain on complex plane such that Gamma := partial derivative G where Gamma is a Carleson curve. In this work, we investigate the rate of approximation by De La Vallee Poussin mean constructed ... -
Approximation by Faber-Laurent rational functions in Lebesgue spaces with variable exponent
(Elsevier Science BV, 2016)Let Gamma be a rectifiable Dini-smooth Jordan curve in the complex plane C. In this work the approximation properties of the Faber-Laurent series expansions in the variable exponent Lebesgue spaces defined on the curve ... -
Approximation by integral functions of finite degree in variable exponent lebesgue spaces on the real axis
(Scientific Technical Research Council Turkey-Tubitak, 2018)We obtain several inequalities of approximation by integral functions of finite degree in generalized Lebesgue spaces with variable exponent defined on the real axis. Among them are direct, inverse, and simultaneous estimates ... -
Approximation by interpolating polynomials in Smirnov-Orlicz class
(Korean Mathematical Soc, 2006)Let F be a bounded rotation (BR) curve without cusps in the complex plane C and let G : = int Gamma. We prove that the rate of convergence of the interpolating polynomials based on the zeros of the Faber polynomials F-n ...
