Results 41 to 50 of about 37,007 (164)
Existence and uniqueness of solutions to singular ODE’s
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Gorka, Przemyslaw, Rybka, Piotr
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Positive solutions for a class of singular boundary-value problems
This paper concerns the existence and multiplicity of positive solutions for Sturm-Liouville boundary-value problems. We use fixed point theorems and the sub-super solutions method to two solutions to the problem studied.
Dang Dinh Hai
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Singularities of the solution of the Cauchy problem
In this chapter, we use the formula for the solution of the Cauchy problem in terms of the ramified integrals obtained in Chapter 6 and describe the singularities of the solution. © Springer International Publishing AG 2017.
Savin A., Sternin B.
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Iterative Solution of Singular Systems with Applications [PDF]
This paper deals with efficient solution of singular symmetric positive semidefinite problems. Our motivation arises from the need to solve special problems of geotechnics, e.g. to perform upscaling analysis of geocomposites. In that and other applications we have to solve boundary problems with pure Neumann boundary conditions.
Blaheta, R. (Radim) +2 more
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Singular solutions of doubly singular parabolic equations with absorption
In this paper we study a doubly singular parabolic equation with absorption, $$ u_t = hbox{ m div} ( |abla u^m|^{p-2}abla u^m ) -u^q $$ with $m>0$, $p>1$, $m(p-1)1$.
Yuanwei Qi, Mingxin Wang
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The Singularities of the Solutions of the Cauchy Problem
This paper is concerned with the Cauchy problem of linear partial differential equation with holomorphic coefficients in complex domain. The Cauchy-Kowalewski theorem asserts that locally there exists a unique holomorphic solution of the Cauchy problem provided that the initial surface is non-character istic and the initial data are holomorphic.
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Sweeping algebraic curves for singular solutions
Many problems give rise to polynomial systems. These systems often have several parameters and we are interested to study how the solutions vary when we change the values for the parameters. Using predictor-corrector methods we track the solution paths. A point along a solution path is critical when the Jacobian matrix is rank deficient.
Kathy Piret, Jan Verschelde
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We study the semilinear elliptic ...
Ghergu Marius +2 more
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Singular solution to Special Lagrangian Equations
We prove the existence of non-smooth solutions to three-dimensional Special Lagrangian Equations in the non-convex case. Résumé Nous démontrons l'existence de solutions singulières d'équations speciales lagrangiennes en dimension trois, dans le cas non convexe.
Nadirashvili, Nikolai, Vlăduţ, Serge
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On the existence of solutions for a multi-singular pointwise defined fractional system
One of best ways for increasing our abilities in exact modeling of natural phenomena is working with a singular version of different fractional differential equations. As is well known, multi-singular equations are a modern version of singular equations.
Ali Mansouri +2 more
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