Interpreter for symbolic manipulation . Interpreter for symbolic manipulation of mathematical expressions is able to analyse the syntax and semantic of an expression and to simplify or transform it with respect to general algebra rules. In brief, the interpreter should have the characteristics of a simple computer algebra system. ... There are C++ and Java versions of the interpreter. ... None . ... SAL Home | Mathematics | Computer Algebra Systems . ... SAL@KachinaTech.COM . ...

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• SAL- Numerical Analysis - Misc - CPML
• SAL- Mathematics - Misc - Oorange
• SAL- Mathematics - Misc - crw

... Using Lagrange principle for solving linear ill-posed problems with a priori information" . ... Using the method of extending compacts, the Lagrange principle and the optimal recovery theory, we propose a method for constructing an optimal regularization algorithm for solving linear ill-posed problems with sourcewise representable solutions and a method of calculating the corresponding optimal worst a posteriori error estimate of the proposed method. ...

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• "A continuum solvent model: the DISOLV program - algorithms, implementation,
• "Specifics of the development of algorithms and programs for computing the main
• "Application of the duality principle in inverse problems for parabolic

Traditional methods, connected with use of one microphone as an input of speech signal into a computer, do not give us a high reliability of recognition. If signal-to-noise relation (SNR) is 0-6 dB, the probability of an error even in identification of speech activity using only one microphone in typical cases is not less than 10% (as experiments and literature data show). ... The far-positioned (third) microphone can be used to estimate the average level of an external noise. ...

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• Intelligent Systems :: Teaching :: Seminars :: Список специальных семинаров

Arushanyan O.B., Volchenskova N.I., Zaletkin S.F. Calculation of expansion coefficients of series in Chebyshev polynomials for a solution to a Cauchy problem // Moscow University Mathematics Bulletin.2012. ... 211-216. ... The solution of such a system and its derivatives are expanded in shifted series in Chebyshev polynomials of the first kind. Algorithms to determine the expansion coefficients are described. ...

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• Goreinov S.A., Tyrtyshnikov E.E. Quasioptimality of Skeleton Approximation of a
• Voevodin Vladimir CV

... CompHEP also The analytical answers for squared diagrams can be obtained in the form of REDUCE or MATHEMATICA code. ... CMS energy squared . ... To make contact with experimental results we must next calculate the invariant differential cross section which we get by applying the formula . ... The formula for the total cross section of Compton scattering can be obtained by integration (1) over t from t min =2Me 2 to t max =Me 4 /s. As above we use MATHEMATICA The result of evaluation is . ...

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• Menu 6.
• Elastic scattering of electrons and positrons.
• Seminar in 5 December

... 172 ] Briefly, the count rate at the detector from a source at a redshift z is . ... Figure 55 shows the ``Green functions'' for the double compact binary merging rate   evolution assuming no collapse anisotropy. ... Another way that diverse peculiarities in the - distribution induced by the sources evolution could arise is connected with a possible non-monotonic character of the star formation rate in galaxies. ... 22 ] Figure  56 shows two-dimensional cuts through the parameter space. ...

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• Results of calculations
• Galactic potential
• Calculation of Evolutionary Tracks

... J.K. Krylov . In the monography by R. Koehler [1] there was described a very interesting effect of the words' average length oscillation as a function of their frequency of use (according to the data from a representative frequency dictionary). ... In this context, further the Koehler's effect will be definied as polymodal character of the dependence of the conditioned average in cases of two-dimencional distributions of any linguistic nature. ...

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• Khmelev D.V.- Disputed Authorship Resolution Using Relative Empirical Entropy

... 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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• The ASR Department at the CMC Faculty of Lomonosov MSU | Department of the
• The ASR Department at the CMC Faculty of Lomonosov MSU

... 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
• SDPpred

... Vestnik Moskovskogo Universiteta. Seriya 1. Matematika. Mekhanika. ...

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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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... We consider a set of invariant travelling wave (TW) solutions for two modelling systems,   simulating long non-linear waves propagation in structured media. Using the methods of   local non-linear analysis