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On necessary and sufficient conditions for strong hyperbolicity in systems with constraints
(IOP Publishing, 2020-09)
In this work, we study constant-coefficient first order systems of partial differential equations and give necessary and sufficient conditions for those systems to have a well-posed Cauchy problem. In many physical ...
Solving nonlinear systems of equations with simple constraints
(Soc Brasileira Matematica Aplicada & ComputacionalSao Carlos SpBrasil, 1997)
Electrostatic Problems with a Rational Constraint and Degenerate Lame Equations
(Springer, 2020-04-01)
In this note we extend the classical relation between the equilibrium configurations of unit movable point charges in a plane electrostatic field created by these charges together with some fixed point charges and the ...
Optimal Control of State Constrained Integral Equations
(Springer, 2010-12)
We consider the optimal control problem of a class of integral equations with initial and final state constraints, as well as running state constraints. We prove Pontryagin’s principle, and study the continuity of the ...
First- and Second-Order Optimality Conditions for Optimal Control Problems of State Constrained Integral Equations
(Springer/Plenum Publishers, 2013-10)
This paper deals with optimal control problems of integral equations, with initial-final and running state constraints. The order of a running state constraint is defined in the setting of integral dynamics, and we work ...
The existential theory of equations with rational constraints in free groups is PSPACE-complete
(ACADEMIC PRESS INC ELSEVIER SCIENCE, 2005-11-01)
It is well-known that the existential theory of equations in free groups is decidable. This is a celebrated result of Makanin which was published 1982. Makanin did not discuss complexity issues, but later it was shown that ...
Formalismo de Hamilton-Jacobi à la Carathéodory. Parte 2: Sistemas singulares
(2008-12-01)
In the second part of the paper published on Revista Brasileira de Ensino de Física 29, 393 (2007) we will show how the Hamilton-Jacobi formalism works for singular systems. We will bring the generalization of the ...
MATRIX-BIPOLAR ASYMPTOTIC MODULES FOR SOLVING (2+1)-DIMENSIONAL NON-LINEAR EVOLUTION-EQUATIONS WITH CONSTRAINTS
(Iop Publishing Ltd, 1988-11-07)