[PDF] Top 20 On the cardinality of solutions of multilinear differential equations and applications
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On the cardinality of solutions of multilinear differential equations and applications
... ON THE CARDINALITY OF SOLUTIONS OF MULTILINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS.. ARGYROS Department of Mathematics University of Iowa Iowa City, Iowa 5222 U.S.A..[r] ... See full document
10
Study of polynomial and non polynomial spline based approximation
... spline solutions of differential ...scientific applications, spline functions are not only more accurate but also we have a variety of choices to use quadratic, cubic, quartic, quintic, sextic, ... See full document
5
Properties of positive solutions for the operator equation \(Ax=\lambda x\) and applications to fractional differential equations with integral boundary conditions
... various applications of integral boundary value problems in applied fields such as blood flow problems, chemical engineering, thermo-elasticity, underground water flow, and population dynamics, the existence of ... See full document
10
Polynomial solutions of differential equations
... Polynomial solutions of differential equations is a classical subject, going back to Routh [1], Bochner [2] and Brenke [3] and it continues to be of interest in applications, as in, ...of ... See full document
12
On solutions for classes of fractional differential equations
... One of the most tools in the theory of fractional calculus is viewed by the RiemannLiouville operators. It imposes advantages of fast convergence, higher stability and higher accuracy to derive different types of ... See full document
8
Weak solutions of functional differential inequalities with first order partial derivatives
... Hyperbolic differential inequalities corresponding to initial problems were first trea- ted in the monographs ...found applications in the theory of first-order partial differential equations, ... See full document
20
Method of upper lower solutions for nonlinear system of fractional differential equations and applications
... fractional differential equations have been occupying an importance place in science and tech- ...nology.Fractional differential equations have been widely used for modeling various processes ... See full document
6
Global homeomorphism and applications to the existence and uniqueness of solutions of some differential equations
... Yan qing et al Advances in Difference Equations 2014, 2014 52 http //www advancesindifferenceequations com/content/2014/1/52 R ES EARCH Open Access Global homeomorphism and applications to the existen[.] ... See full document
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EXISTENCE AND MULTIPLE POSITIVE SOLUTIONS TO SYSTEMS OF DIFFERENTIAL EQUATIONS OF FRACTIONAL ORDER
... fractional differential equations and fractional integration equations have found many applications in various fields, such as science and engineering, physics, chemistry, biology, economics, ... See full document
12
All meromorphic solutions of some algebraic differential equations and their applications
... This paper is organized as follows. In the next section, the preliminary lemmas and the complex method are given. The proof of Theorem will be given in Section . All mero- morphic solutions of the ... See full document
14
Integral inequalities with ‘maxima’ and their applications to Hadamard type fractional differential equations
... It is well known that integral inequalities play a dominant role in the study of quantitative properties of solutions of differential and integral equations [–]. Fractional inequalities are important in ... See full document
15
Multiple solutions of ordinary differential systems with min max terms and applications to the fuzzy differential equations
... multiple solutions for a class of ordinary differential systems with min-max ...nontrivial applications of the considered theory to fuzzy differential equations with the generalized Hukuhara ... See full document
13
On solutions of fractional Riccati differential equations
... This paper is arranged as follows. Reproducing kernel Hilbert space theory is given in Section . Implementation of the IRKHSM is shown in Section . Exact and approximate solutions of the problems are presented ... See full document
10
On the Classical Derivation of Electrodynamic Equations from the Stationary Action
... Maxwell’s equations were confirmed to be consistent. Using the generated equations of motion of charged particles including the representation of E and B in terms of scalar and vector potentials, other ... See full document
5
Applications of differential difference equations
... A P P 1 I CAT ION S 0 F D IFF ERE N C E D IFF ERE N T I A 1 E QUA T ION S A thesis submitted for the degree of MASTER OF SC IENCE at the Australian National University, Canberra by Noel Gregory CRASKE[.] ... See full document
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ON THE NUMERICAL SOLUTION OF FRACTIONAL ORDER DIFFERENTIAL EQUATIONS USING TRANSFORMS AND QUADRATURE
... In many cases the analytical method is unavailable for solving fractional order differ- ential equations. So in practical problems of relevance, we have to use some numerical methods to approximate the solution of ... See full document
8
Multiple solutions to impulsive differential equations
... Multiple solutions to impulsive differential equations Bao Advances in Difference Equations (2017) 2017 20 DOI 10 1186/s13662 017 1079 4 R E S E A R C H Open Access Multiple solutions to impulsive dif[.] ... See full document
6
Formulation of Impulsive Differential Equations with Time-Dependent Continuous Delay
... The theory of impulsive systems was developed not long ago as an independent area of mathematical analysis. The development arose out of curiosity to develop a mathematical framework that truly describes physical and ... See full document
7
Periodic solutions of nonlinear differential equations
... Inspired by the work of Li [5], we give sufficient conditions for the existence and uniqueness of the 2π -periodic solution of 1.1 by using the initial value problem method and homeomorphi[r] ... See full document
5
On slow oscillation and nonoscillation in retarded equations
... Oscillation, Nonoscillation and Growth of Solutions of Nonlinear Functional Differential Equations of Arbitrary Order, J.. Asymptotic Properties of Solutions of Functional Differential E[r] ... See full document
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