Mild solutions for fractional differential equations with nonlocal conditions.
Mild solutions for semilinear fractional differential equations.
Minimal and maximal solutions for two-point boundary-value problems.
Minimal and maximal solutions of fourth order iterated differential equations with singular nonlinearity
In this paper we are concerned with sufficient conditions for the existence of minimal and maximal solutions of differential equations of the form where is the iterated linear differential operator of order and is a continuous function.
Minimal nonnegative solution of nonlinear impulsive differential equations on infinite interval.
Minimality of the system of root functions of Sturm-Liouville problems with decreasing affine boundary conditions
We consider Sturm-Liouville problems with a boundary condition linearly dependent on the eigenparameter. We study the case of decreasing dependence where non-real and multiple eigenvalues are possible. By determining the explicit form of a biorthogonal system, we prove that the system of root (i.e. eigen and associated) functions, with an arbitrary element removed, is a minimal system in L₂(0,1), except for some cases where this system is neither complete nor minimal.
Minimaux des feuilletages algébriques de
Minimax control of nonlinear evolution equations
In this paper we study the minimax control of systems governed by a nonlinear evolution inclusion of the subdifferential type. Using some continuity and lower semicontinuity results for the solution map and the cost functional respectively, we are able to establish the existence of an optimal control. The abstract results are then applied to obstacle problems, semilinear systems with weakly varying coefficients (e.gȯscillating coefficients) and differential variational inequalities.
Minimax inequality for a special class of functionals and its application to existence of three solutions for a Dirichlet problem in one-dimensional case.
Minimum energy control of fractional positive continuous-time linear systems with bounded inputs
A minimum energy control problem for fractional positive continuous-time linear systems with bounded inputs is formulated and solved. Sufficient conditions for the existence of a solution to the problem are established. A procedure for solving the problem is proposed and illustrated with a numerical example.
Minimum principle for quadratic spline collocation discretization of a convection-diffusion problem
Minty variational inequalities and monotone trajectories of differential inclusions.
Misbehaviour of Solutions of the Differential Equation y' = f(x,y) + ... when the Right Hand Side id Discontinuous.
Mittag-Leffler stability theorem for fractional nonlinear systems with delay.
Mixed automorphic forms and differential equations.
Mixed monotone iterative technique for abstract impulsive evolution equations in Banach spaces.
Mixed semicontinuous perturbation of a second order nonconvex sweeping process.
Mixed two-point boundary-value problems for impulsive differential equations.
Mixed type semicontinuous differential inclusions in Banach spaces
We consider a class of differential inclusions in (nonseparable) Banach spaces satisfying mixed type semicontinuity hypotheses and prove the existence of solutions for a problem with state constraints. The cases of dissipative type conditions and with time lag are also studied. These results are then applied to control systems.
Möbius transform for linear ordinary differential equations.