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Evolution Problems with Nonlinear Nonlocal Boundary Conditions
Journal of Dynamics and Differential Equations, 2013Weprovideanewapproachtoobtainsolutionsofevolutionequationswithnonlin- ear and nonlocal in time boundary conditions. Both, compact and noncompact semigroups are considered. As an example we show a "principle of huge growth": every control of a reaction-diffusion system necessarily leads to a profile preserving nonlinear huge growth for an appropriate ...
BENEDETTI, Irene +2 more
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On harmonic functions satisfying nonlocal boundary conditions
Ukrainian Mathematical Journal, 1994zbMATH Open Web Interface contents unavailable due to conflicting licenses.
A. I. Firdman, S. D. Éidel'man
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The thermostat problem with a nonlocal nonlinear boundary condition
IMA Journal of Applied Mathematics, 2004Summary: The thermostat controller for an air-conditioning system is usually placed in a position at some distance from the unit and this can lead to large swings in temperature. This paper addresses this question by studying a paradigm -- a one-dimensional heat conduction equation with and without heat loss, and where the flux of heat extracted or ...
Kalna, G., McKee, S.
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AIP Conference Proceedings, 2017
In this work, the stability estimates for the solution of the given problem for hyperbolic-Schrodinger partial differential equations with the multipoint nonlocal boundary condition are obtained. In applications, the stability estimates for the solutions of the mixed type boundary value problems for hyperbolic-Schrodinger equations are established.
Özdemir, Yıldırım, Erdoğan, Sevilay
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In this work, the stability estimates for the solution of the given problem for hyperbolic-Schrodinger partial differential equations with the multipoint nonlocal boundary condition are obtained. In applications, the stability estimates for the solutions of the mixed type boundary value problems for hyperbolic-Schrodinger equations are established.
Özdemir, Yıldırım, Erdoğan, Sevilay
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On a Nonlocal BVP with Nonlinear Boundary Conditions
Results in Mathematics, 2012We consider the existence of at least one positive solution of the problem $${-y''(t)=f(t,y(t)), y(0)=H_1(\varphi(y))+\int_{E}H_2(s,y(s))\,ds, y(1)=0}$$ , where $${y(0)=H_1(\varphi(y))+\int_{
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ELLIPTIC PROBLEMS WITH NONLOCAL CONDITIONS NEAR THE BOUNDARY
Mathematics of the USSR-Sbornik, 1987Let \(\Omega \subset R^ 2\) be a bounded domain with boundary \(\partial \Omega =(\cup^{N}_{i=1}\Gamma_ i)\cup K\) where \(\Gamma_ i\) is smooth, K is finite, and in a neigbourhood of points of K \(\partial \Omega\) is angular. Let \(\omega_{is}: \gamma_ i\to \Omega\) be nonsingular smooth maps where \(\gamma_ i\) is a neighbourhood of \(\Gamma_ i ...
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On a class of parabolic equations with a nonlocal boundary condition
Bulletin de la Classe des sciences, 1999The present paper is devoted to a proof of the existence, uniqueness and continuous dependence of a strong solution upon the data for a mixed problem which combines Neumann and integral conditions for a class of parabolic equations. The proof is based on an a priori estimate and on the density of the range of the linear operator associated to the ...
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On presentation of boundary condition in nonlocal elasticity
Mechanics Research Communications, 1997Xing Ji, Ke-Lin Pan
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Intermittent fasting in the prevention and treatment of cancer
Ca-A Cancer Journal for Clinicians, 2021Katherine Clifton +2 more
exaly
Oncologic emergencies and urgencies: A comprehensive review
Ca-A Cancer Journal for Clinicians, 2022Bonnie Gould Rothberg +2 more
exaly