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We study boundary value problems for the timeharmonic form of the Maxwell equations, as well as for other related systems of equations, on arbitrary Lipschitz domains in the threedimensional Euclidean space.


We study boundary value problems for the timeharmonic form of the Maxwell equations, as well as for other related systems of equations, on arbitrary Lipschitz domains in the threedimensional Euclidean space.


In this article we develop analytical and computational tools arising from harmonic analysis on the motion group of threedimensional Euclidean space.


Results showed that over the concentration range of 616 mM, Me2SnCl2 is a chemical denaturant and denatures the doublestrand DNA in a threestate manner.


This paper discusses the interval estimations method for the parameters and other reliability characters of a threeparameter Weibull distribution.


This paper deals with the relationship between a certain threedimensional elliptic problem and a twodimensional parabolic problem, which arises from numerical calculation in the process of the continuous casting of steel.


Existence of solutions of nonlinear two and threepoint boundary value problems for fourth order nonlinear differential equation


In this paper, the two and threepoint boundary problems (with nonlinear boundary conditions) for the general nonlinear differential equations of fourth order are discussed.


In this paper, the most periodic nonautonomous diffusive food chain system of threespecies is discussed.


Global convergence of the general threeterm conjugate gradient methods with the relaxed strong wolfe linesearch


The global convergence of the general threeterm conjugate gradient methods with the relaxed strong Wolfe linesearch is proved.


A delayed threespecies ratiodependent predatorprey foodchain model without dominating instantaneous negative feedback is investigated.


Existence of threesolutions for secondorder differential equations with nonlinear boundary value conditions


The paper deals with the existence of threesolutions for the secondorder differential equations with nonlinear boundary value conditions where f:[a,b] × R1 × R1 → R1, gi:R1 × R1 → R1 (i=1,2) are continuous functions.


Positive solutions of threepoint boundary value problem for second order differential equations with an advanced argument


Existence theorems for a second order threepoint boundary value problem with impulses


Nontrivial solution of a nonlinear secondorder threepoint boundary value problem


In this paper, for a secondorder threepoint boundary value problem


The threepoint boundary value problems of pLaplacian dynamic equations on time scales are investigated.


The biomimetic threedimensional porous composite can serve as a kind of excellent scaffold material for bone tissue engineering because of its microstructure and properties.

