| Gh. Adam and S. Adam: The Boundary Layer Problem in Bayesian Adaptive Quadrature |
| S. Adam and Gh. Adam: Mean Field Solutions to Singlet Hopping and Superconducting Pairing within a Two-Band Hubbard Model |
| H. H. Adamyan, N. T. Gevorgyan, N. H. Adamyan, T. V. Gevorgyan, and G. Yu. Kryuchkyan: Software for Numerical Simulations in the Field of Quantum Technologies Based on Parallel Programming |
| I. Antoniou: Complexity, Innovation and Time Operator |
| M. Babik, T. Daranyi, L. Hluchy, A. Toth, D. Bruncko, and P. Strizenec: Grid Computing in High Energy Physics |
| M. Bachmann and W. Janke: Minimalistic Hybrid Models for the Adsorption of Polymers and Peptides to Substrates |
| P. Balazh, D. Horvath, and M. Gmitra: The Statistics of Responses to the Point Defect in Magnetic Dot Arrays |
| G. Boffetta, D. Bernard, A. Celani, and G. Falkovich: Conformal Invariance in Two-Dimensional Turbulence |
| S. Boldyrev, M. Iakobovski, and S. Sukov: Processing Big Unstructured Meshes on Parallel Computers for Gasdynamic Flows Simulation |
| D. I. Bondar, V. Yu. Lazur, and M. Hnatic: The Two Coulomb Centres Problem in the Space of Arbitrary Dimension |
| O. Borovkova, D. Chuprakov, and A. Sukhorukov: The Model of Spatial Optical Periodic Structures in Quadratically Nonlinear Media |
| T. V. Borovkova, V. N. Yeliseyev, and I. I. Lopukhov: Mathematical Modeling of Contact Thermocouple |
| M. Buczkowski and J. J. Fisz: Application of the Genetic Algorithms to Data Modeling in the Case of Fluorescence Spectroscopy |
| A. Celani, M. Martins Afonso, and A. Mazzino: Point-Source Emission of a Passive Scalar in Turbulent Flows |
| A. Celani, A. Mazzino, and L. Vozella: Rayleigh-Taylor Turbulence in Two Dimensions |
| N. D. Dikoussar: Four-Point Transformation Methods in Approximation and the Smoothing Problems |
| N. D. Dikoussar and Cs. Torok: Data Smoothing by Autotracked Cubic Splines |
| E. E. Donets, E. A. Hayryan, O. I. Streltsova, J. Busa, and I. Pokorny: Soliton-Like Behavior, Blow-Up, and Self-Similarity in a Coupled System of Yang-Mills-Dilaton Evolution Equations |
| E. E. Donets, E. A. Hayryan, O. I. Streltsova, J. Busa, and I. Pokorny: Numerical Algorithms for Investigations of a Coupled System of Yang-Mills-Dilaton Equations Solutions |
| E. Dushanov: Properties of Double-Point Generalized Matrix Sequence |
| S. Fritzsche and T. Radtke: Computer-Algebra: A `ClassicalŽ Route for Studying the Behavior of Quantum Computers |
| D. Funaro: A Model for the Geometrical Evolution of Electromagnetic Solitary Wave-Fronts |
| V. P. Gerdt: Computer Algebra and Linear Difference Equations: Some Applications to Scientific Computing and to High Energy Physics |
| C. I. Gheorghiu: Accurate Numerical Solutions to Stationary Boundary Value Problems from Capillarity |
| R. G. Ghulghazaryan, Sh. Hayryan, Ch.-K. Hu, and N. Poklar Ulrih: Simulation of Small Peptides with Combined Wang-Landau and Transition Matrix Monte Carlo Method |
| W. Gille: Analysis of the Fit of Puzzle Particles via Chord Length Distributions: The ``Dead Leaves'' Mosaic Case |
| V. L. Golo and D. O. Sinitsyn: Asymptotic Hamiltonian Reduction for the Dynamics of a Particle on a Surface |
| A. A. Gorshenev and Yu. M. Pis'mak: Scaling Laws in Evolution of Large Computer Programs |
| I. M. Gostev and L. A. Sevastianov: About the Identification Process of Planar Unclosed Curves |
| U. H. E. Hansmann: In Silico Folding of Small Proteins |
| T. Hayat, Z. Shareef, and S. Asghar: Peristalsis of a Jeffrey Fluid in the Presence of an Endoscope |
| J. Honkonen: Nonlinear Fluctuation-Induced Rate Equations for Linear Birth-Death Processes |
| D. Horvath and Z. Kuscsik: The Emergence of Network Communities by the Action of Coevolving Market Agents |
| Ch.-K. Hu: Modelling and Simulation of Protein Folding |
| A. A. Ivanov: Operator Method for Nonperturbative Calculations in Quantum Statistics |
| V. V. Ivanov, Val. V. Ivanov, Yu. L. Kalinovsky, P. V. Zrelov, and I. Antoniou: Statistical and Kinetic Models of Information Traffic |
| E. Jurcisinova, M. Jurcisin, R. Remecky, and M. Scholtz: Numerical Investigation of Scaling Regimes in Model of Anisotropically Advected Vector Field |
| S. G. Karshenboim: The CODATA Adjustment of the Fundamental Physical Constants: Their Data and Results |
| R. M. Khusnutdinov, A. V. Mokshin, and R. M. Yulmetyev: Collective Dynamics Of Particles In Liquid Lead: A Molecular Dynamics Computer Simulation |
| A. B. Kiselev and O. V. Nekhaeva: Mathematical Modelling of Dynamic Processes of Irreversible Deforming, Micro- and Macrofracture of Damageable Solids and Structures |
| G. R. Kneller, K. Hinsen, G. Sutmann, and V. Calandrini: Scaling Laws and Memory Effects in the Dynamics of Liquids and Proteins |
| B. F. Kostenko and J. Pribis: Theoretical Evidences for Superheating During Track Formation in High-T_c Superconductors |
| I. Kovalenko, A. Abaturova, G. Riznichenko, and P. Gromov: Simulation Model of Diffusion and Interaction of Proteins |
| E. P. Kurochkina, O. N. Soboleva, and M. I. Epov: Resistivity Logging in a Multiscale Isotropic Porous Medium With Log-Normal Distributed Conductivity |
| Z. Kuscsik and D. Horvath: The Critical Properties of the Agent-Based Model with Environmental-Economic Interactions |
| V. D. Lakhno: The Problem of DNA Conductivity |
| M. S. Li, P. H. Nguyen, and D. Thirumalai: Free Energy Landscape and Pathways of Oligomerization of Short Peptides |
| T. H. Miyazaki: Numerical Prediction of Volcanic Eruption by Pseudo-Analytic Functions |
| A. V. Mokshin, R. M. Yulmetyev, and R. M. Khusnutdinov: Dynamical Features of Liquid Aluminium Near its Melting Point |
| G. A. Ososkov: Contemporary Methods of Data Processing in Experimental Physics |
| B. Pastircak: FLUKA Monte Carlo Simulation Code as Used for Radiation Studies in ALICE Experiment |
| M. Pavlus, P. Purcz, and M. Revayova: A Parallel Algorithm for Numerical Solution of an Inverse Problem |
| E. Pavlusova, M. Pavlus, I. Sarhadov, I. V. Amirkhanov, T. P. Puzynina, and I. V. Puzynin: A Numerical Method for Determination of Moisture Transfer Coefficient According to the Diffusion Moisture Profiles |
| V. K. Popkov, O. D. Sokolova, and A. N. Yurgenson: On Mathematical Methods for Information Attacks Modeling |
| I. V. Puzynin, T. L. Boyadjiev, S. I. Vinitsky, E. V. Zemlyanaya, T. P. Puzynina, and O. Chuluunbaatar: Methods of Computational Physics for Investigation of Models of Complex Physical Systems |
| A. Salvadori: Numerical Simulations of Cohesive Interface Problems via Boundary Integral Equations |
| N. S. Scott, V. Faro-Maza, M. P. Scott, T. Harmer, J.-M. Chesneaux, C. Denis, and F. Jezequel: e-Collisions Using e-Science |
| A. Shidfar and M. Garshasbi: Mathematical Modelling and Numerical Study of Heat Flux at the External Surface of Cylinder Wall of Internal Combustion Engines |
| M. Stehlik: About Numerical Solution of One Integro-Differential Equation by the Least-Squares Method |
| A. Sukov, K. Tregubov, and I. Hayrullin: Mathematical Modeling of Diffraction Electromagnetic Waves by Curvilinear Periodic Structures |
| A. Sukov, K. Tregubov, and I. Hayrullin: Mathematical Simulation of Electromagnetic Fields inside an Anechoic Chamber of Rectangular Shape |
| T. Sushkevich, S. Strelkov, A. Kulikov, S. Maksakova, and A. Volkovich: Global Spherical Model of Radiation Transfer in the Heterogenic System |
| A. A. Suzko: Time Dependent Exactly Solvable Models for Quantum Computing |
| Yu. Yu. Tarasevich and D. M. Pravoslavnova: Self-Organization in the Desiccated Sessile Drops of the Biological Fluids |
| K. Tavakoli, A. Shidfar, and M. Garshasbi: Differential Modeling and Numerical Investigation of In-Cylinder Pressure in an Internal Combustion Engine |
| R. Vodicka, V. Mantic, and F. Paris: A Comparison of Two Variational Approaches for Domain Decomposition Problems Solved by SGBEM with Non-Conforming Discretizations |
| P. Zinterhof: High Dimensional Integration: New Weapons Fighting the Curse of Dimensionality |
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Last updated: May 21, 2006 16:00 p.m. |