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function [result] = scheme2System( fileName ) links = zeros(100, 100); function [n] = getBlockNum(BlockName) n = -1; for i = 1:size( blocks ,2) if( strcmp (BlockName, blocks (i). name ) ) n = i; return; end end end function makeLinks( src ) s = fgets (f); while ~ strcmp ( strtok (s), '}') [s r] = strtok (s); if( strcmp (s, 'Branch')) makeLinks(src) elseif( strcmp (s, 'DstBlock') ) r = strrep (r, ' ', '');% ...

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... We will dwell on linguistic aspects and Lexical Resources of POLITEXT branch having in mind some intermediate semantic representation of a whole text as the basis for differentiated Information Extraction. It is personal data (in the social sphere) recognition in texts that we focus on, see (Leontyeva et al. ... As the main instrument of semantic analysis of coherent texts this dictionary bears the important information on how to build BTF-units starting from lexemes of SemDict entries. ...

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• Moscow University Chemistry Bulletin Vol. 49, No. 4 (2008)
• Department of Chemistry, Moscow State University
• Moscow University Chemistry Bulletin Vol. 49, No. 4, P. 226 (2008)

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• Abstract (Invited)

V. V. KOZLOV Department of Mechanics and Mathematics Moscow State University, Vorob'ievy Gory 119899, Moscow, Russia E-mail: vako@mech.math.msu.su KINETICS OF COLLISIONLESS CONTINUOUS MEDIUM Received June 8, 2001 DOI: 10.1070/RD2001v006n03ABEH000175 In this article we develop PoincarЄ ideas about a heat balance of ideal gas considered as a collisionless continuous medium. e We obtain the theorems on diffusion in nondegenerate completely integrable systems. ... d3 2 2 For the Maxwell distribution = 1. ...

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... class applied_topology(ost.Topology.Abstract): #, # p1 self.edges[p1] # p2 p1 7 self.edges = { p1: [p1_1,...,p1_k1] p2: [p2_1,...,p2_k2] ... pM: [pM_1,...,p1_kM] } # p2 # , p1 def proximity(self, p1, p2): # in bool # self.edges[p1] p2 return p2 in self.edges[p1] 3.1.1.2. . class applied_topology(ost.Topology.Abstract): #, # p1 self.edges[p1] # p2 p1 self.edges = { p1: [p1_1,...,p1_k1] p2: [p2_1,...,p2_k2] ... pM: [pM_1,...,p1_kM] } # p # , p def neighborhood(self, p): return self.edges[p] . ...

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