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 Poincarґ 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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. Var A,B: Array [100: Stream ]; . CADR b; . FOR I=1 TO 100 BEGIN . IF A[I]>0 THEN B[I]=sin(A[I]); . ELSE B[I]=exp(A[I]**2); . END ; . ENDCadr ; . Рис.8. Применение внутреннего условного оператора

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... 6 4, 53^57, 20 01 The Local Plasma Frequency Approach in Description of the Impact-Parameter Dependence of Energy Loss V. A. Khodyrev* Institute of Nuclear Physics, Moscow State University, Moscow 11989 9, Russia Received October 26, 2 0 0 0; revised ... The local energy loss is determined by the induc ed electron current and the intensity of the projectile ў eld at a given point. ... Fig. 3 shows also the results of calculation of DE b based on the static electron gas model (ek; o from Eq. ...

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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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