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MATHEMATICAL MODELING AND NUMERICAL SIMULATION
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Introduction to the theory of complex networks
I. A. Yevin
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121–141 |
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On spectral properties of a nonselfadjoint difference operator
A. Yu. Mokin
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143–150 |
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The Einstein–Ehrenfest system of $(0,M)$-type and asymptotical solutions of the multidimensional nonlinear Fokker–Planck–Kolmogorov equation
R. O. Rezaev, A. Yu. Trifonov, A. V. Shapovalov
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151–160 |
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ANALYSIS AND MODELING OF COMPLEX LIVING SYSTEMS
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High-performance paralell computing on GPUs for biological applications
G. Yu. Riznichenko
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161 |
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GPU-accelerated hybrid systems for high-performance computing in bio-informatics
A. R. Dzhoraev
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163–167 |
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Mathematical model of shear stress flows in the vein in the presence of obliterating thrombus
E. A. Pogorelova
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169–182 |
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Distribution of mononucleotide repeats in bacterial chromosomes: A/T-tracts dominate on G/C-tracts
S. S. Kisselev, V. M. Komarov, I. S. Masulis, O. N. Ozoline
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183–187 |
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A new biometric approach and efficient system for automatic detection and analysis of digital retinal images
L. A. Shulga, S. V. Saakyan, D. A. Skladnev
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189–197 |
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Biological and physico-chemical data from natural objects for ecological environmental monitoring
A. P. Levich, N. G. Bulgakov, D. V. Risnik, E. S. Mil'ko
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199–207 |
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MODELS OF ECONOMIC AND SOCIAL SYSTEMS
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Phase transitions associated with economy and demography
Yu. L. Slovokhotov
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209–218 |
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Is a tick an elementary jump in a random walks scheme on the stock market?
M. Yu. Romanovsky, P. V. Vidov, V. A. Pyrkin
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219–223 |
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