“University Proceedings. Volga Region. Physical and Mathematical Sciences” №2, 2015 Contents

Author  Title of the article  Pages 
   MATHEMATICS  

M.A.Alehina

Synthesis of reliable circuits at constant failures at gates’ inputs and outputs

5-15

S.A.Lozhkin,V.A.Konovodov

Fine precision estimation of boolean formulas’ complexity in some bases consisting of gates with direct and iterative inputs

16-31

A.O.Spiridonov,E.M.Karchevskiy,
A.I.Nosich

Collocation method for numerical solution of nonlinear spectral problems for Muller boundary integral equations

32-45

Yu.G.Smirnov

On the smoothness of solutions of electric field volume singular integro-differential equation

46-56

B.F.Mel'nikov,S.V.Pivneva,
M.A.Trifonov

Estimation of algorithms for calculation of distance between DNA lines

57-67

A.V.Pozhidaev,N.M.Pekel'nik,
O.I.Khaustova,I.A.Trefilova

Power estimates of cuts of some improper integrals

68-77

I.V.Bojkov,P.V.Ajkashev,
M.A.Semov

Approximate solution of hypersingular integral equations on the number axis

78-90

I.V.Boykov,Yu.F.Zakharova,
A.A.Dmitrieva

On one numerical method of immunology problems modeling

91-107

K.A.Popkov

Estimation of fault detection and diagnostic tests’ length for contacts

108-121

A.V.Rybakov

Method of reliable cellular circuit synthesis using the choice function

122-134

S.B.Makarkin,B.F.Mel'nikov,
M.A.Trenina

Approach to solvea pseudogeometric version of the traveling salesman problem

135-147

   PHYSICS  

P.E.Kapustin,V.V.Svetukhin,
M.Yu.Tikhonchev

Atomic displacement cascades near symmetrical tilt grain boundaries in HCP Zr: molecular dynamics simulation

148-163

A.V.Silant'ev

Research of nanosystems in the Hubbard model in approximation of static fluctuations

164-175

O.A.Barsukov,A.Yu.Kazakov,
S.V.Tertychnaya,O.Yu.Totskiy

Assessment, analysis and prospects of researching radiation ecology in penza region

176-189

V.V.Brekhovskikh,V.V.Gorev

Collisionless damping of soliton solutions of Korteweg – de Vries equations, Korteweg – de Vries modified equation and nonlinear Schrodinger equation

190-202

G.S.Makeeva,O.A.Golovanov,
V.V.Varenitsa, R.A.Gorelov

Mathematical modeling of tuned thz polarizers based on the periodic 2D structures of rectangular graphene nanoribbons

203-216

  

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Дата обновления: 12.07.2016 10:40