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IV Baltic International
Symposium on Applied
and Industrial Mathematics:
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1.
Security of
Computer
Systems.
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2.
Geometrical
Nonlinear
Optics.
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3.
Engineering-Technological
Mathematics.
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4.
Information
technologies
and promblems
in communications.
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5.
Quantum
Calculation.
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6.
Mathematical
Models for
Biological and
Ecological
Systems.
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A.L.Talis, A.L.Rabinovich
Hidden (non-crystallographic) symmetry of components of natural phospholipids
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A.L.Rabinovich, A.L.Talis
Noncrystallographic symmetry of tetrahedral and tetracoordinate structures
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7.
Mathematical
Models for
Liquid
Crystals.
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8.
Mathematical
Methods in
Pedagogical
Research.
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9.
Mathematical
Models in
Theory of
Shells.
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10.
Mathematical
Modelling for
Dissipation of
Admixtures in
Turbulent
Atmosphere.
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11.
Mathematical
Simulation of
Material Properties
and Constructions.
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12.
Mathematical
Education.
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13.
Medical
Applications.
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14.
Finite
Elements and
Multigrid
Methods.
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15.
Fluid and gas
Mechanics.
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16.
Mechanics of
Processes in
Nature.
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17.
Mechanics of
Destruction.
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18.
Modelling for
Burning and
Combustion.
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19.
Nanotechnologies:
Mathematical
Models.
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20.
Earth Sciences,
Geology,
Geophysics.
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B.Z.Belashev
Geomagnetic activity and lunar phases
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B.Z.Belashev
Cyclicity of geophysical processes
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B.Z.Belashev,
L.I.Bakunovich,
M.Yu.Nilov,
N.V.Sharov
Modelling of the earth crust's density structure of the White Sea
Region
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21.
Non-Classical
Problems for
Equations of
Mathematical
Physics.
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G.A.Sviridyuk,
S.A.Zagrebina,
A.S.Konkina
Modified transport flow at the crossroads
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22.
Ill-Posed,
Inverse and
Conditionally
Well-Posed
Problems.
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23.
Nonlinear
Modelling
and Control.
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24.
Data Processing,
Image Analisys
and Processing.
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25.
Applied
Probability and
Statistics.
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N. M. Mezhennaya,
V. G. Mikhailov
On the distribution of multiple repetitions
in stationary sequence
satisfying uniform mixing condition
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V.I.Pagurova
On asymptotic properties of intermediate order statistics
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26.
Applied
Geometry.
Image Processing
and Recognition.
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27.
Applied
Discrete
Mathematics.
Information
Security and
Data Mining.
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28.
Decision
Making
Systems for
Regional
Control.
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29.
Sociology.
Psykhology.
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30.
Special
Functions
and
Orthogonal
Polynomials.
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V. L. Leontiev
Orthogonal splines in models and methods of nanomechanics
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31.
Super-, Neural-,
Biocomputers.
Evolutionary
and Membrane
Computing.
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32.
Control
and System
Theories.
Processes
of Decision
Making.
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33.
Heat and
Mass Transfer.
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34.
Atmospheric and
Oceanic
Physics.
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35.
Fractals and
Scale Effect.
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36.
Economics and
Financial
Mathematics.
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L.F.Vyunenko, L.V.Gadasina
Criteria for Solving the Problem of Economic and
Mathematical Models Calibration
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37.
Power and
Power
Transfer.
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38.
Jurisprudence.
Criminalistics.
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39.
History of
Applied
Mathematics.
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40.
Mathematics
of Emergencies.
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