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| مصطفى فتوح علي الصباغ's الصفحة الشخصية
The Painleve Property for some nonlinear Evolution Equations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
New solutions for some nonlinear evolution equations using Improved Exp-function method
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
, Moving time-like curves and soliton equations in Minkowski 4-spaces
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
, Quasi-periodic waves and their Intersections for the (2+1)-dimensional modified dispersive water-wave system
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Novel solutions of auxiliary equation and and their application to the Whitham-Broer-Kaup equations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
solutions of the (2+1)-dimensional dispersive long- wave system
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Symmetries and conservation laws for some (2+1)-dimensional equations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
New abundant exact solutions for the system of (2+1) – dimensional Burgers Equations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
, Conservation Laws for minimal surface and coupled KdV equations using Lagrangain
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Geodesics and Geodesic Deviation in two Dimensional non-Charged and Charged Black Holes
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Explicit Determination of Equivalence Groups for 2nd Order Partial Differential Equations in Two Dimensions
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Isovector Fields and similarity Solutions of Einstein Equations for Rotating Fields
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
, Integrability Properties of nonlinear Mathematical Physical Models
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
New Abundant Exact Solutions of Burgers Equation
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Periodic wave solutions and their interrelations for the (2+1)-dimensional HBK system
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
“ Symbolic Computations of Symmetries of PDE and their algebric structures “
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Hydrodynamic Stability of plane poiseuille couette flow of viscoelastic fluid
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Symmetry groups and the solutiopns of general coefficients KdV eqyations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Quasi-inductive definetions
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Logic programs as inductive definitions
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
New exact solutions for the (3+1)-dimensional Kadomtsev-Petviashvili equation and generalized (2+1) –dimensional Boussinesq equation
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Soliton Behaviour in Sigma Models
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
A geometric study for soliton equations in 2+1 dimensions
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Soliton Behaviour in Sigma Models
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Backlund Transformations for Einstin Equations in Inhomogeneous Space-Times
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
General Prolongation and (x, t)-dependent Pseudopotentials for Burger's Equation
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
“ Group-Invariant Solutions For Soliton Equations in 2+1 Dimensions I
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
“ Group-Invariant Solutions For Soliton Equations in 2+1 Dimensions II
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Symmetries and Backlund Transformations For Soliton Equations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
,” Variational Symmetries And Conservation Laws For Soliton Equations In 2+1 Dimensions
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
“ Group-Invariant Solutions For Soliton Equations in 1+1 Dimensions
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Group-Invariant Solutions For non Soliton Equations I
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Unified Geometric Prolongation Structures For The KP Equations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Backlund Transformations in Space- Times With two Commuting Spacelike Killing Vectors
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Localization Property of Multiple Fourier Integrals
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Geometric Prolongations in Higher Dimensions
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
The Infinitesimal Holonomy Group of The Godel Type Metric
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
," Prolongation Structures, Backlund Transformations and Conservation Laws for the Equation Conservation Laws for the Equation
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Static Solitons in the Sigma Model
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Prolongation Structures, Backlund Trans- Formations and Conservation Laws for the SUSY U(N) Sigma Model
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Backlund Transformations And Conservation Laws for Evolution Equations in Higher Dimensions
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Pseudospherical 3-planes in and Evolution Equations of Type
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
," Pseudospherical Planes and Evolution Equations in Higher Dimensions II
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Pseudospherical Planes and Evolution Equations in Higher Dimensions I
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Non Local Conserved Currents for the Supersymmetric U(N) Sigma Model
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
The Growth of Weak Discontinuit- ies in a Polytropic Flow Through a Duct With Varying Cross Sections
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Local and Non Local Conserved Currents for the Purely Bosonic U(N) Sigma Model
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Prolongation Structures, Conserved Currents and Backlund Transformations for the Chiral Model Equations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Transport Equations of Higher Order Discontinuities for Quasilinear Hyperbolic Systems
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
The Painleve' Property, Complete Integrability and the Soliton Condition
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
The Painleve' Property and Coordinate Transformations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Two Dimensional Magnetohydrodynamic Equilibri
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Analytical Solutions For Magnetohydrodynamic Atmospheres
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Solitons in Strongly Rarefied Relativistic Cold Plasma
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
The Painleve' Property ,Complete Integrability and Backlund Transformations for a Family of Liouville Equations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
On the Painleve' Property for the Class of AKNS- Zakharov and Shabat Nonlinear Evolution Equations
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
The Backlund Problem and its Solutions
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
" Backlund Transformations and Their Prolongation
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
Connections, Holonomy Groups and Solitons
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
," SL(n,R)-Structure and a Possible Model For n-Dimensional Solitons
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
M El-Sabbagh and S El-Ganaini, Exact traveling wave solutions to a new coupled nonlinear Schrodinger type equation via two distinct approaches ICMIS 2013 conference , 28-30 Dec. 2013 , Luxor , Egypt.
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
M El-Sabbagh and S El-Ganaini , New soliton and periodic solutions for system of Zakharov equations via distinct approaches , ICMIS 2013 conference , 28-30 Dec. 2013 , Luxor , Egypt.
UMIS
Mustafa Fattouh Ali El Sabbagh
التصنيف: Not Applicable
