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Results 1 to 20 of 251 for query "G.A.Alekseev". (0.00 sec.)

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Monodromy Transform Approach to Solution of Some Field Equations in General Relativity and String Theory
G. A. Alekseev;
11 Nov 1999 / Proceedings of the workshop "Nonlinearity, Integrability and all that: Twenty years after NEEDS'79", ed. by M.Boiti, L.Martina, F.Pempinelli, B.Prinari & G.Soliani, World Scientific, Singapore (2000), p.p. 12 -- 18

Monodromy transform approach to solution of the Ernst equations in General Relativity
G.A.Alekseev;
27 Dec 1999

Collision of plane gravitational and electromagnetic waves in a Minkowski background: solution of the characteristic initial value problem
G. A. Alekseev; J. B. Griffiths;
11 Oct 2004 / Class.Quant.Grav. 21 (2004) 5623-5654

Comment on F.J.Ernst, V.S.Manko and E.Ruiz "On interrelations between Sibgatullin's and Alekseev's approaches to the construction of exact solutions of the Einstein-Maxwell equations" (J.Phys.:Conf.Ser.229(2010)012050; arXiv:1006.5118)
G.A. Alekseev;
17 Aug 2010

Measurements of spin rotation parameter A in pion-proton elastic scattering at 1.62 GeV/c
I.G. Alekseev; P.E. Budkovsky; V.P. Kanavets; L.I. Koroleva; B.V. Morozov; V.M. Nesterov; V.V. Ryltsov; D.N. Svirida; A.D. Sulimov; V.V. Zhurkin; Yu.A. Beloglazov; A.I. Kovalev; S.P. Kruglov; D.V. Novinsky; V.A. Shchedrov; V.V. Sumachev; V.Yu. Trautman; N.A. Bazhanov; E.I. Bunyatova;
25 Apr 2000 / Phys.Lett. B485 (2000) 32-36

Gravitational Solitons and Monodromy Transform Approach to Solution of Integrable Reductions of Einstein Equations
G.A.Alekseev;
6 Dec 1999 / Physica D152 (2001) 97-103

Monodromy data parametrization of the spaces of local solutions of integrable reductions of Einstein's field equations
G. A. Alekseev;
9 Mar 2005 / Theor.Math.Phys. 143 (2005) 720-740; Teor.Mat.Fiz. 143 (2005) 278-304

Integrable structure of the low-energy string gravity equations in D=4 space-times with two commuting isometries
G.A. Alekseev; M.V. Yurova;
13 Dec 2003

Characteristic initial value problems for integrable hyperbolic reductions of Einstein's equations
G.A.Alekseev;
3 Dec 2002

10.

New integral equation form of integrable reductions of Einstein equations
G.A.Alekseev;
28 May 2001 / Theor.Math.Phys. 129 (2001) 1466-1483; Teor.Mat.Fiz. 129 (2001) 184-206

11.

Solving the characteristic initial value problem for colliding plane gravitational and electromagnetic waves
G. A. Alekseev; J. B. Griffiths;
8 May 2001 / Phys.Rev.Lett. 87 (2001) 221101

12.

Integrability of generalized (matrix) Ernst equations in string theory
G. A. Alekseev;
26 Oct 2004 / Theor.Math.Phys. 144 (2005) 1065-1074; Teor.Mat.Fiz. 144 (2005) 214-225

13.

On the Kashiwara-Vergne conjecture
A. Alekseev; E. Meinrenken;
24 Jun 2005

14.

Search for the Cryptoexotic Member of the Baryon Antidecuplet 1/2+ in the Reactions pi- p --> pi- p and pi- p --> K L
EPECUR collaboration: I. G. Alekseev; P. Ye. Budkovsky; V. P. Kanavets; M. M. Kats; L. I. Koroleva; V. V. Kulikov; B. V. Morozov; V. M. Nesterov; V. V. Ryltsov; V. A. Sakharov; A. D. Sulimov; D. N. Svirida; A. I. Kovalev; N. G. Kozlenko; V. S. Kozlov; A. G. Krivshich; D. V. Novinsky; V. V. Sumachev; V. Yu. Trautman; Ye. A. Filimonov;
22 Sep 2005

15.

The program of research at hadronic beams of ITEP accelerator. (Collection of experimental proposals)
Editors: V.V. Vladimirski; V.P. Kanavets; V.T. Smolyankin. Proposals presented by: I.G. Alekseev; V.S. Borisov; L.S. Vorobiev; A.G. Dolgolenko; V.P. Kanavets; Yu.T. Kiselev; V.M. Kolybasov; M.V. Kosov; A.P. Krutenkova; V.V. Kulikov; G.A. Leksin; N.A. Pivnyuk; V.V. Ryltsov; D.N. Svirida; V.A. Smirnitski; V.T. Smolyankin; V.L. Stolin V.V. Sumachev; Yu.V. Trebuhovski; V.P. Chernyshev; V.A. Sheikman;
5 Feb 1999

16.

Lie theory and the Chern-Weil homomorphism
A. Alekseev; E. Meinrenken;
14 Aug 2003

17.

Equivariant cohomology and the Maurer-Cartan equation
A. Alekseev; E. Meinrenken;
17 Jun 2004

18.

Superposition of fields of two Reissner - Nordstrom source
G.A. Alekseev; V.A. Belinski;
12 Oct 2007

19.

The Atiyah algebroid of the path fibration over a Lie group
A. Alekseev; E. Meinrenken;
24 Oct 2008

20.

Monodromy transform and the integral equation method for solving the string gravity and supergravity equations in four and higher dimensions
G. A. Alekseev;
29 May 2012

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