Linear ODEs and -modules, solving and decomposing equations using symmetry methods.
Linear positive operators and their applications to differential equations
Linear problems for systems of difference equations
Linear stochastic differential-algebraic equations with constant coefficients.
Lineare zweidimensionale Räume von stetigen Funktionen mit stetigen ersten Ableitungen
Linearisation of second-order differential equations.
Given a second order differential equation on a manifold we find necessary and sufficient conditions for the existence of a coordinate system in which the system is linear. The main tool to be used is a linear connection defined by the system of differential equations.
Linearization Of Nonlinear Differential Equations: Third Order Nonlinear Ordinary Differential Equations Equivalent To Linear Second Order Equations
Linearization techniques for -control problems and dynamic programming principles in classical and -control problems
The aim of the paper is to provide a linearization approach to the -control problems. We begin by proving a semigroup-type behaviour of the set of constraints appearing in the linearized formulation of (standard) control problems. As a byproduct we obtain a linear formulation of the dynamic programming principle. Then, we use the approach and the associated linear formulations. This seems to be the most appropriate tool for treating problems in continuous and lower semicontinuous setting.
Linearization techniques for See PDF-control problems and dynamic programming principles in classical and See PDF-control problems
The aim of the paper is to provide a linearization approach to the See PDF-control problems. We begin by proving a semigroup-type behaviour of the set of constraints appearing in the linearized formulation of (standard) control problems. As a byproduct we obtain a linear formulation of the dynamic programming principle. Then, we use the See PDF approach and the associated linear formulations. This seems to be the most appropriate tool for treating See PDF problems in continuous and lower semicontinuous...
Linearly Implicit Extrapolation Methods for Differential-Algebraic Systems.
Lineárne homogénne diferenciálne rovnice druhého rádu rýdzo diskonjugované vzhľadom na derivácie
Liouvillian first integrals of second order polynomial differential equations.
Lipschitz regularity and approximate differentiability of the Diperna-Lions flow
Lipschitzian generalized differential equations
Local and global invariants of linear differential-algebraic equations and their relation.
Local equivalence of some maximally symmetric -distributions II
We show the change of coordinates that maps the maximally symmetric -distribution given by solutions to the and generalised Chazy equation to the flat Cartan distribution. This establishes the local equivalence between the maximally symmetric and generalised Chazy distribution and the flat Cartan or Hilbert-Cartan distribution. We give the set of vector fields parametrised by solutions to the and generalised Chazy equation and the corresponding Ricci-flat conformal scale that bracket-generate...
Local invariance via comparison functions.
Local Lipschitz continuity of the stop operator
On a closed convex set in with sufficiently smooth () boundary, the stop operator is locally Lipschitz continuous from into . The smoothness of the boundary is essential: A counterexample shows that -smoothness is not sufficient.
Local method of nonlinear analysis
Local models of the greatest characteristic exponent of differential equations depending on parameters