Comparison and oscillation theorems for second order differential equations
Comparison between the variational iteration method and the homotopy perturbation method for the Sturm-Liouville differential equation.
Comparison of eigenvalues for a fourth-order four-point boundary value problem.
Comparison of two definitions of lower and upper functions associated to nonlinear second order differential equations.
Comparison results for elliptic and parabolic equations via Schwarz symmetrization
Comparison results for impulsive delay differential inequalities and equations.
Comparison results for two-dimensional half-linear cyclic differential systems
Two identities of the Picone type for a class of half-linear differential systems in the plane are established and the Sturmian comparison theory for such systems is developed with the help of these new formulas.
Comparison theorem for third-order differential equations
Comparison theorems for deviated differential equations with property .
Comparison theorems for deviated differential equations with property .
Comparison theorems for differential equations of neutral type
We are interested in comparing the oscillatory and asymptotic properties of the equations with those of the equations
Comparison theorems for differential equations with deviating argument
Comparison Theorems for first Order Nonlinear Functional Differebtial Equations
Comparison theorems for fourth order differential equations.
Comparison theorems for functional differential equations
In this paper the oscillatory and asymptotic properties of the solutions of the functional differential equation are compared with those of the functional differential equation .
Comparison theorems for noncanonical third order nonlinear differential equations
The aim of our paper is to study oscillatory and asymptotic properties of solutions of nonlinear differential equations of the third order with quasiderivatives. We prove comparison theorems on property A between linear and nonlinear equations. Some integral criteria ensuring property A for nonlinear equations are also given. Our assumptions on the nonlinearity of f are restricted to its behavior only in a neighborhood of zero and a neighborhood of infinity.
Comparison theorems for nonlinear ODE's
Comparison theorems for pseudoconjugate points of half-linear ordinary differential equations of second order.
Comparison theorems for second-order neutral differential equations of mixed type.
Comparison theorems for Sturm-Liouville equations