Refined geometrically nonlinear equations of motion for elongated rod-type plate. These equations allow to describe the high-frequency torsional oscillation of elongated rod-type plate
formed A former of a sequence of rectangular pulses with the quadratic scale of lengthsThe device
forms a sequence of 16 groups of pulses of equal length. The number of pulses in
a group
Milyutin's Theorem in Linear-Quadratic Optimal Control ProblemsWe consider
a linear-
quadratic optimal control problem on an infinite time interval with integral
Lagrange principle in quadratic optimal control problems with infinite horizonWe consider
a quadratic optimal control problem on an infinite time interval with integral
One-dimensional Fokker-Planck equation with quadratically nonlinear quasilocal drift of the reduced equation are derived and the Lie symmetries are found.
A group invariant solution having the
form Some new facts about sequential quadratic programming methods employing second derivativesFor the sequential
quadratic programming method (SQP), we show that close to
a solution satisfying
Refined geometrically nonlinear equations of motion for elongated rod-type plate. These equations allow to describe the high-frequency torsional oscillation of elongated rod-type plate
formed