This paper proves the reducibility of a class of quasiperiodic linear differential equations which are the linear small perturbations of constant coefficients linear differential equations.
This paper is concerned with the dissipativity of Runge-Kutta methods for multidelay differential equations.
Mathematical equations, from simple algebraic ones to the more challenging differential equations, have allowed us to summarize an enormous amount of physical phenomena into a simple format.
In part II, by the same way, we consider first-order impulsive differential equations with integral boundary value problems.
The second-order nonlinear differential equations are studied and the existence of the periodic degenerate solution is proved with the principle of the functional analysis.
The Precise Integration Method in the time domain developed by Zhong is very useful to solve a kinds of differential equations because it possesses very high efficiency and accuracy.
We establish a necessary and sufficient condition for the existence of positive solutions of a class of integrodifferential equations with unbounded delay.
Some of you may already have solved differential equations.
An criterion for almost sure exponential stability of stochastic differential equations with Markovian switching
The basic elementary functions represented by functional equations were obtained by using the methods of solving ordinary differential equations and initial value probe.
Aim To study a class of boundary value problem of hyperbolic partial functional differential equations with continuous deviating arguments.
The stability of periodic solutions of a kind of nonlinear integral-differential equations with continuous delay is discussed in this paper mainly by the method of functional analysis.
A group of differential equations depicting the behavior of powder flow in the equal diameter nozzle have been set up according to such a few fundemental relationships as the sequential equation, momentum equation and energy equation.
Aiming at wire rope and skip in loading, movement differential equations of skip with different mass and longitudinal vibration differential equations of wire rope were proposed.
The numerical solutions of stochastic differential equations with variable delay and Markovian Switching
Mathematics: Students must take a minimum of seven mathematics courses, including calculus, probability, statistics, discrete mathematics, and differential equations.
A dynamic model of overhead cable for ropeway is developed together with differential equations of its vibration and initial and boundary conditions.
The boundary value problem of ordinary differential equations is an important domain in differential equations.
Secondly, we also introduce the development of multi-point boundary value problems of differential equations.
I'm proud to say that I got a's in all my classes, including multivariable calculus and differential equations.
In the field of science and technology such as physics, biology, cybernation , electronics and so on, there are plenty of problems described with differential equations, so is sphere of sociology.
The ordinary differential equation singular boundary value problem is one of the most important branches of ordinary differential equations.
The solutions of the differential equations are calculated, through which the length of thermal diffusion cascade and the abundance of isotope products are calculated.
To some extent, his work pays dividends in differential equations.
The other is the initial value problem about the general, the non-autonomous singular perturbation of fractional differential equations.
The results show that the equations have benefit to the deduction of the pantograph's mechanical differential equations.
On the premise that the system there exists non-negative weak solution, the paper further discusses the semi-stability of the system solution using the theory of ordinary differential equations.
A nonlinear three order vessel maneuvering mathematical model was used to establish the motion differential equations of mooring systems subjected to current.
Couple of differential equations.
Demonstrated in this paper is how the Constant-transform method, the typical method for solving differential equations of order one, is used in solving linear differential equations of order three.
His work remains mathematically in the realm of ordinary differential equations.
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