Journals
Books
Articles by keyword direct method
The critical approach to direct methods of research and the estimation of informal economy of region
S.A. Stulov
Creation of a direct method for solving systems of linear algebraic equations with almost triangular matrix on the basis of ascending chain fractions
P.K. Korneev, A.V. Gladkov
In-situ research martensitic transformation in Ni<sub>2.16</sub>Mn<sub>0.84</sub>Ga Неusler alloy in strong magnetic fields
E.T. Dilmieva - Post-graduate Student, Bauman MSTU. E-mail: kelvit@mail.ru A.P. Kamantsev - Post-graduate Student, Kotelnikov IRE RAS (Moscow) A.V. Mashirov - Trainee Researcher, Kotelnikov IRE RAS (Moscow) V.V. Koledov - Dr.Sc. (Phys.-Math.), Leading Researcher, Kotelnikov IRE RAS (Moscow)
System frequencies and the quantization of the spec-trum of resonant radio transparency of the water en-vironment in radio range
А.V. Mayborodin - Ph.D. (Eng.) (1942-2010) V.I. Petrosyan - Ph.D. (Phys.-Math.), Leading Research Scientist, Research and Production Company «TELEMAC», Saratov E-mail: voldemarakva@yandex.ru O.V. Betskiy - Dr.Sc. (Phys.-Math.), Professor, Head of Laboratory, IRE RAS, Moscow, E-mail: betskii@yandex.ru S.V. Vlaskin - Ph.D. (Phys.-Math.), Technical Director, Research and Production Company «TELEMAC», Saratov E-mail: vl@telemak-saratov.ru; E-mail: s-vlaskin@yandex.ru S.A. Dubovitskiy - Ph.D. (Phys.-Math.), General Director, Research and Production Company «TELEMAC», Saratov E-mail: vl@telemak-saratov.ru
Giant magnetocaloric effect in the vicinity of reversible magnetostructural transition in Heusler alloy of Ni-Mn-Ga family
E.T. Dilmieva - Post-graduate Student, Bauman MSTU; Junior Research Scientist, Kotelnikov IRE RAS (Moscow) E-mail: kelvit@mail.ru; V.V. Koledov - Dr.Sc. (Phys.-Math.), Leading Research Scientist, Kotelnikov IRE RAS (Moscow); Y.S. Koshkidko - Ph.D. (Phys.-Math.), Research Scientist, International Laboratory of Strong Magnetic Fields and Low Temperatures (Wroclaw, Poland)
Stability analysis of equilibrium states of a nonlinear models with distributed parameters

E.V. Lisovsky1, O.V. Druzhinina2

1 Kaluga branch of the Bauman Moscow State Technical University (Moscow, Russia)

2 Federal Research Center «Computer Science and Control» of Russian Academy of Sciences (Moscow, Russia)

Stability analysis of equilibrium states of a nonlinear models with distributed parameters

E.V. Lisovsky1, O.V. Druzhinina2

1 Kaluga branch of the Bauman Moscow State Technical University (Moscow, Russia)

2 Federal Research Center «Computer Science and Control» of Russian Academy of Sciences (Moscow, Russia)

Distance measurement methods for estimating location of ground targets

V.G. Markin – Leading Engineer, JSC SPE «PROTEK» (Voronezh) E-mail: marvigs@mail.ru