Results 41 to 50 of about 920,770 (191)
Finite systems of equations and implicit functions
19 pages, 1 ...
Zabreĭko, P. P., Krivko-Kras'ko, A. V.
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On some singular systems of parabolic functional equations [PDF]
Summary: We will prove existence of weak solutions of a system, containing non-local terms \(u\), \(w\).
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Some general conditions sufficient for unique solvability of the boundary-value problem for a system of linear functional differential equations of the second order are established.
Natalia Dilna
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ON ONE NONLINEAR INTEGRABLE MODEL OF WAVE INTERACTION
Background. In this work, the functional method is applied to a first-order matrix system and the corresponding equations of wave dynamics are derived.
V. M. Zhuravlev
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On some properties of a system of nonlinear partial functional differential equations
We consider a system of a semilinear hyperbolic functional differential equation (where the lower order terms contain functional dependence on the unknown function) with initial and boundary conditions and a quasilinear elliptic functional differential ...
László Simon
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This paper presents a mathematical model of an electric power system which consists of a three-phase power line with distributed parameters and an equivalent, unbalanced RLC load cooperating with the line.
Andriy Chaban +3 more
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A long-wave action of spin Hamiltonians and the inverse problem of the calculus of variations
We suggest a method of derivation of the long-wave action of the model spin Hamiltonians using the non-linear partial differential equations of motions of the individual spins.
A.S. Ovchinnikov +11 more
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Oscillation for Systems of Functional Differential Equations
The system \(x'(t)= Q_0x(t)+ \int^0_{-r} d\eta(\theta) x(t+\theta)\) is considered, where \(r>0\), \(Q_0\), \(\eta(\theta)\in \mathbb{R}^{n\times n}\) for \(\theta\in [-r,0]\) and \(\eta\) is a function of bounded variation. Sufficient conditions for oscillation of all solutions of the system are given.
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Excited State TBA for the $\phi_{2,1}$ perturbed $M_{3,5}$ model
We examine some excited state energies in the non-unitary integrable quantum field theory obtained from the perturbation of the minimal conformal field theory model $M_{3,5}$ by its operator $\phi_{2,1}$.
Baxter +41 more
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General decay estimate for coupled plate problem with memory
This article considers a coupled system of non-linear plate equations with partially hinged boundary conditions. By assuming general conditions on the relaxation functions, we show that the associated energy functional satisfy a general decay estimate ...
Soh Edwin Mukiawa +3 more
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