... This presentation is licensed for use under the terms of the Globus Toolkit Public License. ... Setting the Foundation l Strategies for the Globus Toolkit ­ Layered architecture, protocols APIs l Naming conventions ­ Functions, variables, structures, etc. l Installation tree structure ­ Where things get installed l Source tree structure ­ Where things come from March 25, 2002 Globus ToolkitTM Developer Tutorial : Basics 2 ...

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A GENETIC ALGORHYTM FOR OPTIMIZING A NEURAL NETWORK CAPABLE TO LEARN FOR FOOD SEARCHING IN A RADIAL MAZE Budilova E.V., Chepurnova N.E., Chepurnov S.A, Teriokhin A.T. M.V.Lomonosov Moscow State University, Dept. of Biology. ... The upper platform has a hole in the middle and several radially directed tubular canals ("arms") each of which can contain a peace of food and has doors opening only in the centrifugal direction. ... The task of the animal is to visit only those arms which contain food. ...

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Application of the Quickhull algorithm's principles to the double description method" . Bastrakov S.I., Zolotykh N.Yu. The double description method known also as the Motzkin-Burger algorithm is a method for computing the general solution of a system of linear inequalities. ... The numerical results demonstrate a number of advantages of the proposed modification over the original double description method and (in many cases) over the Quickhull algorithm. ... PostScript (in Russian) (1.51MB) . ...

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include stdio.h #include math.h double fdet ( float d, float c, int n ); int fau ( float d, float c, int n, double ua[] ); void fld ( float d, float c, int n, double ld[] ); void fv ( int n, double vld [] ); void main() { int i, i1, j, j1, n = 5 ; float d = 2., c = 1., det ; double ld[ 10 ], ua[100], vld [100]; ...

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95. http://lvk.cs.msu.su/~sveta/lecture1_formal_methods.pdf

96. Kazakevich, Olga. Documentation and description of the Northern Selkup local

97. General Catalogue of Variable Stars: Description

98. http://lve.sinp.msu.ru/~rud/Atlas/soft/configuration.log2

99. pslnl

100. International Office of Moscow University - Обратная связь