64 citations · 539 across the 88 of their papers we have counts for
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Von Neumann's Quantization of General Relativity
A. B. Arbuzov, A. Yu. Cherny, D. J. Cirilo-Lombardo +5
Von Neumann's procedure is applied for quantization of General Relativity. We quantize the initial data of dynamical variables at the Planck epoch, where the Hubble parameter coinc…
Intrinsic time in Wheeler-DeWitt conformal superspace
Alexander E. Pavlov
An intrinsic time in Geometrodynamics is obtained with using a scaled Dirac's mapping. By addition of a background metric, one can construct a scalar field. It is suitable to play…
Origin of masses in the Early Universe
Victor N. Pervushin, Andrej B. Arbuzov, Alexander Yu. Cherny +5
New model is suggested, where the Casimir mechanism is the source of masses and conformal symmetry breaking at the Planck epoch in the beginning of the Universe. The mechanism is t…
Principles of Quantum Universe
V. N. Pervushin, A. E. Pavlov
The present monograph is devoted to the theory of gravitation derived consequently as joint nonlinear realization of conformal and affine symmetries by means of Cartan differential…
Conformal and Affine Hamiltonian Dynamics of General Relativity
V. N. Pervushin, A. B. Arbuzov, B. M. Barbashov +4
The Hamiltonian approach to the General Relativity is formulated as a joint nonlinear realization of conformal and affine symmetries by means of the Dirac scalar dilaton and the Ma…
Conformal Hamiltonian Dynamics of General Relativity
A. B. Arbuzov, B. M. Barbashov, R. G. Nazmitdinov +4
The General Relativity formulated with the aid of the spin connection coefficients is considered in the finite space geometry of similarity with the Dirac scalar dilaton. We show t…
Conformal Cosmological Model Parameters with Distant SNe Ia Data: "gold" and "silver"
Alexander F. Zakharov, Victor N. Pervushin
Assuming that supernovae type Ia (SNe Ia) are standard candles one could use them to test cosmological theories. The Hubble Space Telescope team analyzed 186 SNe Ia\cite{Riess_04}…
Relativistic Universe Scenario
V. N. Pervushin
The luminocity-distance -- redshift SN Ia data and the Cosmic Microwave Background power spectrum are discussed in the context of the results and ideas of the eminent Russian physi…
Hamiltonian Unification of General Relativity and Standard Model
L. A. Glinka, V. N. Pervushin
The Hamiltonian approach to the General Relativity and the Standard Model is studied in the context of its consistency with the Newton law, the Higgs effect, the Hubble cosmologica…
Hamiltonian Approach to Conformal Coupling Scalar Field in the General Relativity
L. A. Glinka, V. N. Pervushin, R. P. Kostecki
The dynamic status of scalar fields is studied in the Hamiltonian approach to the General Relativity. We show that the conformal coupling of the scalar field violates the standard…
Hamiltonian General Relativity in CMB frame
B. M. Barbashov, L. A. Glinka, V. N. Pervushin +1
A collection of requirements to the General Relativity that follow from the WMAP observations of the Cosmic Microwave Background radiation anisotropy as an inertial frame are discu…
Bogoliubov's Integrals of Motion in Quantum Cosmology and Gravity
V. N. Pervushin, V. A. Zinchuk
Quantum Cosmology and Gravity are formulated here as the primary and secondary quantizations of the energy constraints by analogy with the historical formulation of quantum field t…
Quantum Gravity as Theory of "Superfluidity"
B. M. Barbashov, V. N. Pervushin, A. F. Zakharov +1
A version of the cosmological perturbation theory in general relativity (GR) is developed, where the cosmological scale factor is identified with spatial averaging of the metric de…
Quantum Cosmological Origin of Universes
V. N. Pervushin, V. A. Zinchuk
A direct pathway from Hilbert's ``Foundation of Physics'' to Quantum Gravity is established through Dirac's Hamiltonian reduction of General Relativity and Bogoliubov's transformat…
Conformal Relativity: Theory and Observations
V. Pervushin, V. Zinchuk, A. Zorin
Theoretical and observational arguments are listed in favor of a new principle of relativity of units of measurements as the basis of a conformal-invariant unification of General R…
Cosmic Evolution as Inertial Motion in the Field Space of GR
V. N. Pervushin, D. V. Proskurin
The identification of a cosmic scale function with the volume integral of a spacelike hypersurface defines the cosmic evolution in General Relativity as a collective motion along a…
Conformal General Relativity
V. Pervushin, D. Proskurin
The inflation-free solution of problems of the modern cosmology (horizon, cosmic initial data, Planck era, arrow of time, singularity,homogeneity, and so on) is considered in the c…
Cosmological Creation of Vector Bosons and Fermions
D. Blaschke, V. Pervushin, D. Proskurin +2
The cosmological creation of primordial vector bosons and fermions is described in the Standard Model of strong and electro-weak interactions given in a space-time with the relativ…
Description of Supernova Data in Conformal Cosmology without Cosmological Constant
D. Behnke, D. Blaschke, V. N. Pervushin +1
We consider cosmological consequences of a conformal invariant formulation of Einstein's General Relativity where instead of the scale factor of the spatial metrics in the action f…
Conformal Cosmology and Supernova Data
Danilo Behnke, David Blaschke, Victor Pervushin +1
We define the cosmological parameters , and within the Conformal Cosmology as obtained by the homogeneous approximation to the conformal-invariant gen…
Cosmological Consequences of Conformal General Relativity
D. Behnke, D. Blaschke, V. Pervushin +2
We consider cosmological consequences of a conformal-invariant unified theory which is dynamically equivalent to general relativity and is given in a space with the geometry of sim…
The Field Nature of Time in General Relativity
Marek Pawlowski, Victor Pervushin, Denis Proskurin
The paper is devoted to the description of the reparametrization - invariant dynamics of general relativity obtained by resolving constraints and constructing equivalent unconstrai…
Proper Time Dynamics in General Relativity and Conformal Unified Theory
L. N. Gyngazov, M. Pawlowski, V. N. Pervushin +1
The paper is devoted to the description a measurable time-interval (``proper time'') in the Hamiltonian version of general relativity with the Dirac-ADM metric. To separate the dyn…
Dirac and Friedmann Observables in Quantum Universe with Radiation
S. A. Gogilidze, A. M. Khvedelidze, V. V. Papoyan +2
Relations between the Friedmann observables of the expanding Universe and the Dirac observables in the generalized Hamiltonian approach are established for the Friedmann cosmologic…