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Title
Authors
The Condition of Explicitness and the Diagonal Implicitness for Composition of Runge-Kutta Method with its Adjoint One
Gevorkyan M.N.
Solving Systems of Linear Differential Equations with Constant Coefficients
Ahremenkov D.A., Lovetskiy K.P.
The Thermal Spike Model in Materials at Irradiation by High Energy Heavy Ions with the Radiant Function Depending on the Ion Velocity
Amirkhanov I.V., Didyk A.Y., Muzafarov D.Z., Puzynin I.V., Puzynina T.P., Sarker N.R., Sarhadov I., Sharipov Z.A.
Numerical Modeling and Simulation of RED Active Queue Management Algorithms
Kulyabov D.S., Gevorkyan M.N., Machuca J.R., Diarrassuba K., Dali D.T.
Modeling Speach Features Via Simulated Annealing Algorithm
Ermilov A.V.
Modeling the Track Formation in Amorphous Iron Alloys Exposed to High-Energy Heavy Ions
Amirkhanov I.V., Didyk A.Y., Puzynin I.V., Puzynina T.P., Sarker N.R., Sarkhadov I.S., Tukhliev Z.K., Sharipov Z.A.
Modeling of the Evolution of the Polaron States
Amirkhanov I.V., Zemlyanaya V., Lakhno V.D., Muzafarov D.Z., Puzynin I.V., Puzynina T.P., Sharipov Z.A.
Parallel Algorithm and MPI Implementation of Numerical Study of Phase Transition in the 3D Thermal Spike Model
Amirkhanov I.V., Zemlyanaya E.V., Sarker N.R., Sarkhadov I.S., Tukhliev Z.K., Sharipov Z.A.
Aggregated Dynamic Model of a Two-Sector Economy with Venture Investment
Ostapov V.A.
MPI Implementation of the 2D and 3D Simulation of Phase Transitions in Materials Irradiated by Heavy Ion Beams within the Thermal Spike Model
Amirkhanov I.V., Zemlyanaya E.V., Sarker N.R., Sarkhadov I.S., Tukhliev Z.K., Sharipov Z.A.
Ionization Amplitude Extraction from the Solution of the Time-Dependent Schr¨odinger Equation by Means of the Probability Amplitude Surface Flux
Serov V.V., Sergeeva T.A., Vinitsky S.I.
Specific Implementations of Symplectic Numerical Methods
Gevorkyan M.N.
Simulation of Gas Mixture Flows in Microchannels
Kudryashova T.A., Podryga V.O., Polyakov S.V.
Using the Methods of the Image Processing in Computer Biology
Gostev I.M.
Polynomial Decomposition on the Basis of Cubic andQuadratic Parabolas
Dikusar N.D.
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