DSpace at Saint Petersburg State University: Vestnik of Saint Petersburg University. Applied Mathematics. Computer Science. Control Processes

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L. S. Pontryagin maximum principle for some optimal control problems by trajectories pencils See

The dependence of calculation results on the density functional theory from the means of presenting the wave function See

Stationary cycles in a deterministic service system See

Index data structure, functionality and microservices in thematic virtual museums See

The quasidifferential calculus, separation of convex sets and the Demyanov difference See

A probabilistic approach to comparing the distances between partitions of a set See

Beam dynamics optimization in a linear accelerator See

Optimal control of the linearized Navier— Stokes system in a netlike domain See

Normal matrix forms to decomposition and control problems for manydimensional systems See

A Lyapunov matrix based stability criterion for a class of time-delay systems See

Single hub location-allocation problem under robustness clustering concept See

The use of tropical optimization methods in problems of project scheduling See

Mathematical modeling of the deformation of composite plane with interface crack for John’s harmonic material See

Multipole electrostatic system mathematical modeling See

A method of the guaranteeing optimization for the dynamics of ship moving in wave See