“University proceedings. Volga region. Physical and mathematical sciences” №2, 2008 Contents
| Author | Title of the article | Pages |
| MATHEMATICS | ||
|
M.Yu.Medvedik, Yu.G.Smirnov |
Grid technology application for volume singular integral equation solution for diffraction problem on dielectric body by subhierarchical method |
2-14 |
|
I.V.Boikov, A.Yu.Loginov |
Demographical model with distributed constants |
15-20 |
|
A.I.Dolgarev |
Transformation odule lie. Paths and path surfaces. Surface eigengeometry |
21-38 |
|
I.A.Dolgarev |
Galileo space-time surfaces by christoffel symbols |
39-50 |
|
Yu.F.Zakharova |
Optimal in complexity algorithms of singular integral evaluation with fixed peculiarity in infinite domain |
51-61 |
|
E.V.Lyutov |
Solution asymptotics and singular boundary problems for usual second-order differential equations |
62-74 |
|
V.V.Chugunova |
Asymptotic evaluation of circuit equivocation during inverse in-input defects |
75-85 |
|
D.V.Valovik |
On existence of the solutions of non-linear boundary problem with proper values for tm-polarized electromagnetic waves |
86-94 |
| PHYSICS | ||
|
S.V.Chervon, Yu.A.Svistunova |
Accurate solution generation in the three-component self-gravitating kinetic non-linear sigma-model with the use of isometric immersion |
95-106 |
|
G.S.Makeeva, O.A.Golovanov |
Electrodynamic calculation of non-linearity threshold of microwave magnetic nanogrids by bifurcation points of maxwell non-linear operator |
107-113 |
|
V.I.Volchikhin, V.D.Krevchik, M.B.Semenov |
Method of quantum point controlled growth in the system of combined asm/stm |
114-124 |
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