Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Discrete Optimal Control Problem with Varying Time of States Transactions of Dynamical System and Algorithm for its solving.
Authors: Lozovanu Dmitrii, Alexandru Lazari
– 0.15 Mb
Abstract
We consider time-discrete systems with finite set of states. The starting and the final states of dynamical system are given. The discrete optimal control problem with integral-time cost criterion by a trajectory is studied. An algorithm for solving the problem with varying time of states transactions is proposed. The running time of the proposed algorithm is estimated.E-mail: ,
Fulltext
– 0.15 Mb
Contents
- Fuzzy subquasigroups with respect to a s-norm.
- Ideal Theory in Commutative Semirings.
- A closed form asymptotic solution for the FitzHugh-Nagumo model.
- Non-fundamental 2-isohedral tilings of the sphere.
- Discrete Optimal Control Problem with Varying Time of States Transactions of Dynamical System and Algorithm for its solving.
- Measure of quasistability of a vector integer linear programming problem with generalized principle of optimality in the Helder metric.
- Moments of the Markovian random evolutions in two and four dimensions.
- A virtual analog of Pollaczek-Khintchin transform equation.
- Resolvability of some special algebras with topologies.
- Groups with many hypercentral subgroups.
- The Euler Tour of n-Dimensional Manifold with Positive Genus.
- Symmetric random evolution in the space ℜ6.
- On numerical algorithms for solving multidimensional analogs of the Kendall functional equation.
- Classification of Aff(2, ℜ)-orbit's dimensions for quadratic differential system.
- Professor Mihail Popa - 60th anniversary.
- Academician Radu Miron - Eighty Years of Life and Sixty Years of Efforts.
