... Leonov A.S. Pointwise a posteriori accuracy estimates for approximate solutions to multidimensional inverse ill-posed problems, i.e. for functions of several variables, are considered. ... A number of examples of pointwise extra-optimal regularizing algorithms are discussed. ... Keywords: ill-posed problems, regularizing algorithms (RA), pointwise a posteriori accuracy estimates, pointwise extra-optimal regularizing algorithms . ...

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• "Algorithms for constructing triangulations with constraints"
• "Routing on lattice-cellular structures"
• "A continuum solvent model: the DISOLV program - algorithms, implementation,

... Algorithm & . Format requirements . ... SDPsite is a tool for identification of protein active and other functional sites, based on spatial clustering of SDPs (specificity-determining positions, described here ) with CPs (conserved positions). ... Mapping predictied positions onto structure and construction of the best cluster . ... The input data of the algorithm are a multiple protein alignment divided into specificity groups . ... is called statistical significance of the set of k* positions . ...

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• SDPlight

Previous article . Next article . ... The number of generators of a crystallographic space group . ... of a minimal generator set of a space group G , a numeric parameter Q called critical coordination number was constructed. ... was calculated for trimetric space groups. ... Moscow University Chemistry Bulletin . 2012, Vol. ... Copyright (C) Chemistry Dept., Moscow State University, 2002 . ... Copyright (C) Chemisty Department of Moscow State University . ...

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• Molecular Modeling in Chromatostructural Analysis as a New Approach in GC/MS of

Geometrical core (core) is a maximal set of alignment positions such that C atoms in these positions are disposed similarly in ALL input protein chains. ... Minimal core size (#aa's) . ... Alternative core new atoms (%) . ... Geometrical core is a maximal set of alignment positions such that C atoms in these positions are disposed similarly in ALL input protein chain. ... Each input sequences is aligned to the corresponding sequence obtained from the ATOM section of the protein chain in the PDB file. ...

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... The suggested algorithm tries to solve the problem of the detection of hydrophobic clusters corresponding to spatial areas occupied exclusively or mainly by non-polar groups of atoms, in a given 3D structure of protein or macromolecular complex. ... The vertices of each connected component that contains not less than m non-polar groups form a hydrophobic cluster. ... The found hydrophobic clusters, ordered in accordance to the number of non-polar groups, form the output of the algorithm. ... PHE . ...

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IMAGE ENHANCEMENT BY TOTAL VARIATION QUASI-SOLUTION METHOD1 A.S. Krylov, V.N. Tsibanov, A.M. Denisov MSU, Faculty of computational mathematics and cybernetics, Leninskie Gory, Moscow, Russia, 119991 kryl@cs.msu.su, tsibanov@angel.cs.msu.su, den@cs.msu.su New method of image restoration, based on quasi-solution method for compact set of functions with bounded total variation is introduced. ... Tikhonov regularization method [1, 2] is usually used for the stabilization of this problem. ...

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• http://imaging.cs.msu.ru/pub/2011.Graphicon.Nasonov_Krylov.Metrics.en.pdf
• http://imaging.cs.msu.ru/pub/2012.CISP-BMEI.Nasonov_Krylov.TextSR.en.pdf
• http://imaging.cs.msu.ru/pub/2010.DSPA.Lyubimov_Lukin.CWM.ru.pdf

... In this article we considerљcalculationљof discrete Laplacian for 1D arrays usingљpython/numpy/scipy. We introduceљthe sparse matrix technique that is rather efficient for computation of certain types of diffusion PDE. ... 1 комментарий " Constructing discrete Laplacian via sparse matrix " . Reaction-diffusion systems in 2D space with python ERG Research Group: Лаборатория теоретической биофизики написал (Январь 26th, 2016 2:13 пп) . ... Constructing discrete Laplacian via sparse matrix . ...

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• Normal modes visualization for PyMol ERG Research Group: Лаборатория
• python ERG Research Group: Лаборатория теоретической биофизики
• Reaction-diffusion systems in 2D space with python ERG Research Group:

... Xiang H.W. - The Corresponding-States Principle and Its Practice: Thermodynamic, Transport and Surface Properties of Fluids . ... Название: The Corresponding-States Principle and Its Practice: Thermodynamic, Transport and Surface Properties of Fluids . ... The Corresponding-States Principle and its Practice: Thermodynamic, Transport and Surface Properties of Fluids is the ideal handbook for those in chemical science and engineering related to energy, environment, natural gas, and petroleum. ...

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• Baker G.A., Graves-Morris P. - Pade approximants (vol. 2) :: Электронная
• Morris S. - Pontryagin Duality and the Structure of Locally Compact Abelian
• Baker G.A., Graves-Morris P. - Pade approximants (vol. 1) :: Электронная

... Departments . ... om.cmc.msu.ru . ... The team of the Department of General Mathematics performs a fundamental research in different areas of the differential equationsт?? theory. ... Extended course on partial differential equations, 7th semester. ... Theory of nonlinear differential equations by Dr. Komarov. ... Nikitin A.A. On the existence and uniqueness of a generalized solution of the mixed problem for the wave equation with the second and third boundary conditions // Differential Equations. ...

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• Department of General Mathematics
• Department of Operations Research | CMC MSU
• Department of Computing Systems and Automation | CMC MSU

... graph . ... 20 >>> g.fast_cliques() . ... 37 def copy ( self ): . ... 52 def drop_vertex ( self , vertex ): . ... 60 def vertex_weight ( self , vertex ): . ... 64 def vertex_index ( self , vertex ): . ... 67 def add_vertex ( self , vertex , parent_graph ): . ... 91 def __init__ ( call , candidates , used , compsub ): . ... 96 def get_v_from_candidates ( call ): . ... 100 def used_candidates ( call ): . ... 110 def __call__ ( call ): . ... 156 def expand_to_max_clique ( self , parent_graph ): . ...

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• allpy: ee2c10aa74b8 allpy/config.py
• allpy: ee2c10aa74b8
• allpy: ee2c10aa74b8 Makefile

... CompHEP Models. ... CompHEP is based on an idea of the physical model. ComHEP Models are very simular to physical models in high energy physics, like Standards Model or MSSM. ... Two of them are versions of the Standard Model (SU(3)xSU(2)xU(1)) in the unitary and t'Hooft - Feynman gauges. ... Standard Model in Feynman gauge . ... This output can be written in LaTeX format and in the form of CompHEP model files, which allows one to start calculations of processes in the new physical model. ...

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• extra:main [CompHEP]

An Evolving Algebra Approach to Formal Description of one class of Automata Networks V. M. Severyanov 1 Laboratory of Information Technologies Joint Institute for Nuclear Research 141980 Dubna, Moscow region, Russia Abstract The Automata Networks considered here and called Hyperbolic Cellu­ lar Automata are based on Iterated Function Systems and originally were designed for constructing fractal objects. ... C is a set of cells; . ... System states are represented here as static algebras. ...

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... Among them there is forward modeling for uniform anisotropic halfspace to calculate ARS diagrams for different arrays (AM (U), AMN (E), dipole equatorial (D), three-pole (T), Y and Arrow-type (AT) array, etc.), when source of current is on the earth surface or at a depth. All linear arrays (AM, AMN, dipole axial) give anisotropy ellipses with axis ratio equal to anisotropy coefficient, while non-linear arrays (D and others) have this ratio equal to anisotropy coefficient in the 5-th power. ...

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• TRF_2d. Page2
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... The Differential-Invariant Submodels . ... The classification of submodels for the system of the differential equations is recommended with the help to Lie's group of the admitted transformations. ... The system of the differential equations is written as the algebraic menifold between some differential invariants, hence the independent differential invariants are selected from the basis. ... The submodels containing the regular and irregular partial invariant submodels are obtained otherwise. ...

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... Content Model: Optional list header (LH), followed by one or more terms (DT) and definitions (DD). A definition list is a list of terms and corresponding definitions. Definition lists are typically formatted with the term on the left with the definition following on the right or on the next line. ... The definition list element can take the COMPACT attribute, which suggests that a compact rendering be used, and is appropriate if the list elements are small and/or the entire list is large. ...

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• Regular expressions

... Mathematical models and methods in VLSI design . ... General models and statements about the complexity of combinatorial tasks, methods for development of fast algorithms (method of dynamic programming, ?divide and conquer?, ?method of model extension?) are considered. ... Mathematical models of contemporary electronic circuits are considered and basic approaches to solving task of logic synthesis, as well as tasks of VLSI modules placement and interconnection routing are described. ...

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... Department . ... Department of the Automation for Scientific Research (ASR) was founded in 1988 on the basis of research and teaching group of the Mathematical Physics Department (former Department of Computational Mathematics). ... Under his guidance the department performs wide spectrum of research in the field of computer simulation of complex systems and processes. ... https://cs.msu.ru/node/1707 . ... 2008?2016 ASR Department , CMC Faculty , Lomonosov MSU . ...

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• Prof. Dmitry P. Kostomarov at the Differential Equations and Topology
• The ASR Department at the CMC Faculty of Lomonosov MSU | Department of the

Abstracts Mo duli space of flat bundles and cohomology with lo cal system Levan ALANIA Department of Mechanics and Mathematics, Moscow State Lomonosov University, Moscow, Russia E-mail address: alania@mech.math.msu.su Let M be a closed, smooth manifold with nontrivial fundamental group. ... Let X be (say) a compact manifold, Ak X a locally trivial bundle with fibre a complex matrix algebra Mk (C) considered as C -algebra (so its "natural" structure group is Aut(Mk (C)) PUk (C)). ...

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• http://higeom.math.msu.su/bedlewo2009/abstracts2.pdf
• http://higeom.math.msu.su/people/taras/mypapers/jms-03.pdf
• http://higeom.math.msu.su/people/taras/TTC/slides/kamiyama.pdf

... It was necessary to construct quite a different type of parachute to be light, compact, encased in a parapack and reliable. At first most parachute designers considered it to be hardly possible for a canopy to open in the air without the aid of some special devices, such as an umbrella spokes, compressed air or powder explosive charges. ... Later on a great number of different parachute systems were worked out and introduced by Russian parachute designers Nikolai Lobanov, Igor Glushkov and others. ...

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• On Square Parachute Differential Equations
• Air-Permeability Influence on Pressure Distribution Character

Text of report The subject if our report is the influence of the structure and physics of the uppermost superadaibatic layers on the oscillational spectrum of p-modes. ... In our report we will try to use a most simple representation of the spectrum, plotting the differences between theoretical (that is models') and observational frequencies against a frequency. ... It allow us to focused on the effects of the uppermost layers and ignore possible sophistications from effect of more deeper layers. ...

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• Assigning property values, Cascading, and Inheritance
• The Chirplet Transform: Physical Considerations
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