1) GEOMETRY AND PHYSICS OF SYMMETRIC GAUGE FIELDS.IGOR VOLOBUEV: List of publications IGOR VOLOBUEV: List of publications (before 1995)
2)
GRAPHIC SCHEMES OF ROOT ORDERING IN SIMPLE LIE ALGEBRAS.
By J.M. Mourao (Lisbon, IFM), Yu.A. Kubyshin, I.P. Volobuev (Moscow State
U.). 1991.
In *Moscow 1990, Proceedings, Symmetries and algebraic
structures in physics. Part II. Integral systems, solid state
physics and theory of phase transitions. Nova Science,
New-York-Commack, 1991.* 261-264.
3)
SPONTANEOUS COMPACTIFICATION WITH EXTRA TIMELIKE DIMENSIONS IN
EINSTEIN-YANG-MILLS THEORIES.
By J.M. Mourao (Lisbon, IFM), Yu.A. Kubyshin, I.P. Volobuev (Moscow State
U.). 1989.
In *Protvino 1989, Proceedings, Problems on high energy physics and
field theory* 73-76.
4)
DYNAMICS OF EUCLIDENIZED EINSTEIN-YANG-MILLS SYSTEMS WITH ARBITRARY
GAUGE GROUPS.
By O. Bertolami (Lisbon, IFM), J.M. Mourao (Lisbon, IFM & Lisbon, LIFEP),
R.F. Picken (Lisbon, IFM & Lisbon, LIFEP), I.P. Volobuev (Moscow State U.).
IFM-9-90, (Received Jul 1990). 50pp.
Published in Int.J.Mod.Phys.A6:4149-4180,1991.
5)
SYMMETRIC SPACES AND HIGGS MODELS IN THE METHOD OF DIMENSIONAL
REDUCTION. 2: THEORIES WITH ONE MULTIPLET OF SCALAR FIELDS.
By I.P. Volobuev, Yu.A. Kubyshin, Zh.M. Mourao (Moscow State U.). 1989.
Theor. Math. Phys. 78 (1989) 191-200. (Teor. Mat. Fiz. 78 (1989)
267-280).
6)
SYMMETRIC SPACES AND HIGGS MODELS IN THE METHOD OF DIMENSIONAL
REDUCTION. 1: POTENTIALS OF THE SCALAR FIELDS OF THE REDUCED THEORY.
By I.P. Volobuev, Yu.A. Kubyshin, J.M. Mourao (Moscow State U.). 1989.
THEOR. MATH. PHYS. 78 (1989) 41-49. (TEOR. MAT. FIZ. 78 (1989) 58-69).
7)
DIMENSIONAL REDUCTION OF SYMMETRIC GAUGE FIELDS, HIGGS MODELS AND
SPONTANEOUS COMPACTIFICATION. (IN RUSSIAN).
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.), J.M. Mourao (Lisbon,
IFM), G. Rudolph (Leipzig U.). 1989.
FIZ. ELEM. CHASTITS AT. YADRA 20 (1989) 561-627.
8)
STABLE COMPACTIFYING SOLUTIONS AND NEW POSSIBILITIES OF MODEL
BUILDING FOR SYMMETRIC SPACES WITH SIMPLE ISOTROPY SUBGROUPS (IN
RUSSIAN).
By Yu.A. Kubyshin (Moscow State U.), J.M. Mourao (Lisbon, IFM), I.P.
Volobuev (Moscow State U.). 1988
In *Protvino 1988, Proceedings, Problems of high energy physics
and field theory, Moscow ,Nauka, 1989*, 25-35.
9)
DIMENSIONAL REDUCTION OF GAUGE THEORIES, SPONTANEOUS COMPACTIFICATION
AND MODEL BUILDING.
By Yu.A. Kubyshin, I.P. Volobuev (Moscow State U.), J.M. Mourao (Lisbon,
IFM), G. Rudolph (Leipzig U.). LEIPZIG UNIV. NTZ-89-07
(89,REC.SEP.) 80p.
Published in Lecture Notes in Physics, 349, Springer-Verlag, 1989.
10)
SPONTANEOUS COMPACTIFICATION TO HOMOGENIOUS SPACES (IN RUSSIAN).
By Yu.A. Kubyshin (Moscow State U.), J.M. Mourao (Lisbon, IFM), I.P.
Volobuev (Moscow State U.). 1988
In *Proceedings, Quantum field theory and high energy physics,
Moscow Univ. Press, 1988*, 163-164.
11)
SPONTANEOUS COMPACTIFICATION FROM THE POINT OF VIEW OF DIMENSIONAL
REDUCTION OF GAUGE FIELDS.
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1988.
THEOR. MATH. PHYS. 75 (1988) 509-517. (TEOR. MAT. FIZ. 75 (1988)
255-266).
12)
MULTIDIMENSIONAL EINSTEIN-YANG-MILLS THEORIES: DIMENSIONAL REDUCTION,
SPONTANEOUS COMPACTIFICATION AND ALL THAT.
By Yu.A. Kubyshin (Moscow State U.), J.M. Mourao (Lisbon, IFM), I.P.
Volobuev (Moscow State U.). IFM-25-88, (Received Jan 1989). 38pp. Dedicated
to Prof. D.V. Shirkov on occasion of his 60th birthday.
Published in Nucl.Phys.B322:531,1989.
13)
SOME REMARKS ON DIMENSIONAL REDUCTION OF GAUGE THEORIES AND MODEL
BUILDING.
By G. Rudolph, I.P. Volobuev (Leipzig U. & Moscow State U.). 1988.
NUCL. PHYS. B313 (1989) 95-115 AND PREPRINT - RUDOLPH, G. (REC.FEB.88)
25p.
14)
SPONTANEOUS COMPACTIFICATION AND DIMENSIONAL REDUCTION.
By Yu.A. Kubyshin, J.M. Mourao, I.P. Volobuev (Lisbon, IFM). IFM-16-87,
(Received Dec 1987). 9pp.
Published in Phys.Lett.203B:349,1988.
15)
SCALAR FIELDS IN THE DIMENSIONAL REDUCTION SCHEME FOR SYMMETRIC
SPACES.
By Yu.A. Kubyshin, J.M. Mourao (Lisbon, IFM), I.P. Volobuev . IFM-15-87,
(Received Dec 1987). 39pp.
Published in Int.J.Mod.Phys.A4:151,1989.
16)
DIMENSIONAL REDUCTION OF GAUGE FIELDS AND SPONTANEOUS
COMPACTIFICATION (IN RUSSIAN).
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1988.
In *Kuibyshev 1986, Proceedings, Mathematical problems of
quantum mechanics and field theory, Kuibyshev, 1988*, 42-51.
17)
DIMENSIONAL REDUCTION OF GAUGE FIELDS AND CONSRUCTION OF HIGGS
MODELS (IN RUSSIAN).
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1988.
In *Kuibyshev 1986, Proceedings, Mathematical problems of
quantum mechanics and field theory, Kuibyshev, 1988*, 33-42.
18)
WEINBERG-SALAM MODEL IN THE DIMENSIONAL REDUCTION SCHEME.
By Yu.A. Kubyshin, I.P. Volobuev (Moscow State U.). 1986.
In *Tbilisi 1986, Proceedings, Quarks '86, VNU Science Press,
Utrecht, the Netherlands, 1987*, 167-176.
19)
HIGGS MODELS GENERATES BY SYMMETRIC SPACES (IN RUSSIAN)
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1986.
In *Tbilisi 1986, Proceedings, Quarks '86, Moscow, 1987,* 165-172.
20)
QUANTUM CORRECTIONS IN THE WEINBERG-SALAM MODEL DERIVED BY THE
DIMENSIONAL REDUCTION METHOD (IN RUSSIAN)
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1987.
In *Protvino 1986, Proceedings, Problems of high energy physics
and field theory, Moscow ,Nauka, 1987*, 153-158.
21)
PHYSICAL INTERPRETATION OF SOLUTIONS OF THE THEORY OF SPONTANEOUS
COMPACTIFICATION.
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1987.
JETP LETT. 45 (1987) 581-584. (PISMA ZH. EKSP. TEOR. FIZ. 45 (1987)
455-457).
22)
WEINBERG-SALAM MODEL FROM MULTIDIMENSIONAL EINSTEIN-YANG-MILLS
THEORY
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1986.
In *Stockholm 1986, Abstracts, General relativity and
gravitation.* v. 1, 299.
23)
HIGGS MODELS RESULTING FROM SYMMETRIC SPACES
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1986.
In *Yurmala 1985, Proceedings, Group theoretical methods in physics,
Utrecht, the Netherlands 1986,* v.2, 343-354.
24)
HIGGS MODELS GENERATES BY SYMMETRIC SPACES (IN RUSSIAN)
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1986.
In *Yurmala 1985, Proceedings, Group theoretical methods in physics,
Moscow ,Nauka, 1986,* v.1, 301-308.
25)
HIGGS POTENTIALS AS 'INHERITANCE' FROM HIGHER SPACE-TIME DIMENSIONS.
2. CONSTRUCTION OF HIGGS MODELS.
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1986.
Theor. Math. Phys. 68 ( 1986) 885-893. ( Teor. Mat. Fiz. 68 ( 1986)
368-380).
26)
HIGGS POTENTIALS AS 'INHERITANCE' FROM HIGHER SPACE-TIME DIMENSIONS.
1. DIMENSIONAL REDUCTION AND SCALAR FIELDS.
By I.P. Volobuev, Yu.A. Kubyshin (Moscow State U.). 1986.
Theor. Math. Phys. 68 ( 1986) 788-796. ( Teor. Mat. Fiz. 68 ( 1986)
225-235).
27)
GAUGE TRANSFORMATIONS OF SINGULAR VECTOR POTENTIALS OF THE DIRAC
MONOPOLE. (IN RUSSIAN).
By I.P. Volobuev (Moscow State U.). 1986.
Vestn. Mosk. Univ., Fiz. 27 ( 1986) 63-64.
28)
GEOMETRICAL APPROACH TO THE DIMENSIONAL REDUCTION OF SYMMETRIC GAUGE
FIELDS.
By I.P. Volobuev (Moscow State U.), G. Rudolph (Leipzig U.). 1986.
Theor. Math. Phys. 62 ( 1985) 261-268. ( Teor. Mat. Fiz 62 ( 1985)
388-399).
29)
DIMENSIONAL REDUCTION OF GAUGE FIELDS IN TERMS OF FIBRE BUNDLE
REDUCTION.
By I.P. Volobuev (Moscow State U.), G. Rudolph (Leipzig U.).
Leipzig Univ. QFT 01-84, 1984, 8pp.
In *Nove Mesto 1983, Proceedings, Differential geometry and
its applications, Brno 1984.* 239-245.
30)
GEOMETRICAL DESCRIPTION OF THE DIRAC MONOPOLE AND GAUGE
TRANSFORMATIONS OF SINGULAR POTENTIALS
By I.P. Volobuev (Moscow State U.). 1984.
In *Donetsk 1984, Proceedings, Complex methods in math. phys.*
127.
31)
LAGRANGIANS FOR ROTATIONALLY SYMMETRIC GAUGE FIELDS IN A SPACE OF
ARBITRARY DIMENSION.
By I.P. Volobuev (Moscow State U.). 1982.
Theor. Math. Phys. 50 ( 1982) 157-164. ( Teor. Mat. Fiz. 50 ( 1982)
240-250).
32)
GEOMETRY OF SYMMETRIC GAUGE FIELDS.
By I.P. Volobuev (Moscow State U.), G. Rudolph (Leipzig U.).
LEIPZIG UNIV. QFT 05-81, Aug 1981, 21pp.
33)
PLANE WAVES ON SPHERES AND SOME OF THEIR APPLICATIONS. (IN
RUSSIAN).
By I.P. Volobuev (Moscow State U.). 1980
Teor. Mat. Fiz. v.45, N3, 421-426, 1980.
34)
EQUATIONS OF MOTION FOR THE SCALAR AND THE SPINOR FIELDS IN
FOUR-DIMENSIONAL NONEUCLIDEAN MOMENTUM SPACE.
By V.G. Kadyshevskii, M.D. Mateev, R.M. Mir-Kasimov (Dubna, JINR), I.P.
Volobuev (Moscow State U.). JINR-E2-10860, Jul 1977. 19pp.
Published in Theor.Math.Phys.40:800,1980.
35)
COMPLEX QUATERNIONS AND SPINOR REPRESENTATIONS OF DE SITTER GROUPS
SO(4,1) AND SO(3,2). (In Russian)
By I.P. Volobuev, R.M. Mir-Kasimov (Dubna, JINR). JINR-P2-10676, May 1977.
25pp.
Published in Acta Phys. Pol. B9, 91-105, 1978.
36)
THE PROPERTIES OF COMMUTATOR AND PROPAGATOR IN A QUANTUM FIELD THEORY
WITH QUANTIZED SPACE-TIME. (IN RUSSIAN).
By I.P. Volobuev (Moscow State U.). 1975.
Vestn.Mosk.Univ., Fiz.16 (1975) 612-615.
37)
ON A CONSEQUENCE OF CAUSALITY CONDITION IN FIELD THEORY WITH MOMENTUM
SPACE OF CONSTANT CURVATURE.
By I.P. Volobuev (Dubna, JINR). JINR-E2-8796, Apr 1975. 16pp.
Published in Theor.Math.Phys.28:822,1977.
volobue@theory.sinp.msu.ru