Geodesic

Uchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki

Sommaire

Aleksei Zinov'evich Petrov (to the 100th anniversary of birthday)
p. 6-21
Closed $G$-structures defined by three-webs
p. 22-28
The Petrov algebraic classification and phase transitions in gravitational fields
p. 29-41
Gauge fields and gravity
p. 42-49
Pillars of physical cosmology
p. 50-64
Exact solutions for a scalar field in homogeneous isotropic cosmological models, and particle creation
p. 65-71
Creation of solitons for sine-Gordon and Korteweg–de Vries equations by means of connections defining the representations of zero curvature
p. 72-80
Bol transformation quasigroups and three-webs defined by them
p. 81-86
A study of the Riemann curvature tensor and Petrov classification in general relativity
p. 87-93
Notes on classical analogs of quantum black holes
p. 94-106
The beginnings of black hole horizons
p. 107-114
An existence theorem for the Cauchy problem on the light-cone for the vacuum Einstein equations with near-round analytic data
p. 115-138
Global warming in the light of an analytic model of the earth's atmosphere
p. 139-153
The Petrov classification and vacuum dark fluid
p. 154-164
On the Einstein equation on Lorentzian manifolds with parallel distributions of isotropic lines
p. 165-174
Some developments of Petrov's work on conformal and projective structure
p. 175-184
Potential dominated scalar-tensor cosmologies in the general relativity limit
p. 185-195
Observer's mathematics applications to number theory, geometry, analysis, classical and quantum mechanics
p. 196-203
Internal space-time symmetries according to Einstein, Wigner, Dirac, and Feynman
p. 204-214
Black holes and quasiblack holes: some history and remarks
p. 215-227
On deformed minisuperspace variables in quantum cosmology
p. 228-234
Petrov category of noncommutative Einstein spaces
p. 235-241
Anisotropic Bianchi type-I massive string cosmological models in general relativity
p. 242-248
Tangent bundles and gauge groups
p. 249-263
Differential geometry of Walker manifolds
p. 264-271