[PDF] Top 20 Recent development in the theory of linear partial differential equations
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Recent development in the theory of linear partial differential equations
... Differential Equations, Spectral Theory, Theory of Distributions, Pseudo-Differential Operator, Elliptic Differential KEY WORDS AND PHRASES... Opeor, Cauchy Problem.[r] ... See full document
14
Extended Chiral Quark Models in the Framework of Quantum Chromodynamic: Theory and their Applications in Hot and Dense Mediums
... Wave Theory is quite ...of partial differential equations and mathematics in ...Wave Theory; specifically towards the Navier-Stokes ...concept development is showing velocity and ... See full document
5
Nonlinear theory of resonant slow MHD waves in twisted magnetic flux tubes
... nonlinear partial differential equation derived for the paral- lel component of the velocity, where the inhomogeneous part originates from the driving ...erning partial differential ... See full document
20
Existence and Uniqueness of a Fuzzy Solution for Some Fuzzy Neutral Partial Differential Equation with Nonlocal Condition
... very recent paper [10] is concerned with equation 1 in Banach space X, the theory of neutral differential equations has many applications, for the reader, we refer to ...[1,3]. ... See full document
7
A Comparison Between Fourier Transform Adomian Decomposition Method and Homotopy Perturbation ethod for Linear and Non-Linear Newell-Whitehead-Segel Equations
... mathematical differential equations associated with the real-life model that are intrinsically ...non-linear differential equations do not possess an analytical ...non-homogeneous ... See full document
12
Exact solutions for linear systems of local fractional partial differential equations
... of partial differential equations have attracted much attention in a variety of applied ...these equations or systems, researchers use many methods, among them, we find an Adomian ... See full document
8
Theory of fractional hybrid differential equations with linear perturbations of second type
... In recent years, quadratic perturbations of nonlinear differential equations have at- tracted much ...differential equations includes the perturbations of original differential equations in ... See full document
16
DGJ Method for Linear and Nonlinear Third order Fractional Differential Equation
... Fractional partial differential equations have gained considerable importance recently in the ...Fractional differential equations have various appli- cations in the fields of finance, ... See full document
10
Methods of Integrable Systems, Geometry, Applied Mathematics (MISGAM)
... modern theory of integrable ...More recent investigations, stimulated and motivated by the theory of Gromov - Witten invariants of compact symplectic manifolds, suggest that the constitutive rules of ... See full document
12
Hyperbolicity of tensor product semigroups
... the theory of linear operator semigroups is their asymptotic behaviour, because it interacts with partial differential equations, geometry of Banach spaces, harmonic analysis, complex ... See full document
9
Linear Programming by Solving Systems of Differential Equations Using Game Theory
... of differential equations to find a Nash equilibrium is analogous to the mutations in genetic algorithms ...the partial derivative of the fitness function on the considered ... See full document
8
Assimilating data into mathematical models
... We formulate problems in both finite dimensional and infinite dimensional state spaces. We refer to [Kallenberg, 2002] for a modern presentation of probabil- ity appropriate for understanding the material in this ... See full document
162
The classification of bifurcations with hidden symmetries
... a partial differential equation to the bifurcation of zeros of a germ de®ned on a ®nite- dimensional vector ...certain partial differential equations (such as those studied in [2, 5, ... See full document
38
Existence of solutions for neutral functional mixed volterra integrodifferential evolution equations with nonlocal conditions
... neutral differential equations arise in many areas of applied ...neutral differential equations is very extensive. The work in partial neutral functional differential ... See full document
8
A mixed mode function boundary element method for very large floating structure water interaction systems excited by airplane landing impacts
... hydroelasticity theory. This was then followed by the development of “wet modes” method employed by Bishop et al (1973) and Bishop & Eatock Taylor (1973) to determine symmetric stress and structural ... See full document
348
On the multiple scale analysis for some linear partial q difference and differential equations with holomorphic coefficients
... of linear q-difference-differential problems in the complex ...q-difference-differential equations in the complex domain is a promising and fruitful domain of ...Briot–Bouquet-type partial differential ... See full document
42
Laplace homotopy analysis method for solving linear partial differential equations using a fractional derivative with and without kernel singular
... Madani in [] has compared the approximate solutions obtained by means of LHAM in a wide range of the problem’s domain with those results obtained from the exact analytical solutions and the HAM. This comparison shows a ... See full document
17
Existence of a positive solution for a p-Laplacian equation with singular nonlinearities
... Ghoussoub and Y.Guo, On the partial differential equations of electro- static MEMS devices: stationary case (2005)... Ghoussoub, Y.Guo, On the partial differential equations of electrost[r] ... See full document
8
Linear neutral partial differential equations: a semigroup approach
... Here, B is some linear partial differential operator, while the operators F and Φ are called difference operator and delay operator, respectively. We refer to Hale [5, 6], Wu [12, Chapter 2.3], Wu and Xia ... See full document
13
Differential Transform Method for Some Delay Differential Equations
... the theory of differential transform method is not complete yet, it has been successfully applied to solve ordinary differential equations, partial differential equations, ... See full document
9
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