Vladimir Belinski
Vladimir Alekseyevich Belinski | |
---|---|
Born | March 26, 1941 |
Residence | Italy |
Nationality | Russian |
Fields | Physics |
Alma mater |
Moscow Institute of Physics and Technology Landau Institute for Theoretical Physics |
Known for |
BKL conjectures Gravitational solitons |
Vladimir Alekseyevich Belinski (last name is also spelled Belinsky, Russian: Владимир Алексеевич Белинский; born 26 March 1941)[1] is a Russian theoretical physicist involved in research in cosmology and general relativity. He worked at Landau Institute for Theoretical Physics with Evgeny Lifshitz and contributed to the redaction of some chapters in Landau and Lifshitz's course of theoretical physics for volume two. He got his Habilitation(Doctor of Sciences) degree at Landau Institute for Theoretical Physics in 1980.[2]
Currently he holds an equivalent professor position by special appointment at the Istituto Nazionale di Fisica Nucleare (INFN), University of Rome La Sapienza, Italy. He held courses on general relativity at University of Rome.
He co-invented the Belinski-Zakharov transform in 1978 showing that black holes are a special example of gravitational solitons. One of his most notable contributions is BKL conjecture on the behavior of solutions of Einstein field equations near a singularity. This conjecture received some support from numerical computations [3]
Awards
- Marcel Grossmann Award (2012) "For the discovery of a general solution of the Einstein equations with a cosmological singularity of an oscillatory chaotic character known as the BKL singularity"
Notes
- ↑ "Vladimir Belinski". International Center for Relativistic Astrophysics.
- ↑ "Диссертации, подготовленные или защищенные в ИТФ им. Л.Д. Ландау".
- ↑ . Garfinkle, D. (2004). "Numerical Simulations of Generic Singularities". Physical Review Letters 93 (16): 161101. arXiv:gr-qc/0312117. Bibcode:2004PhRvL..93p1101G. doi:10.1103/PhysRevLett.93.161101. PMID 15524970.
References
- Belinski, Vladimir A.; Verdaguer, Enric (2004). Gravitational Solitons. Cambridge University Press. ISBN 0-521-80586-4.
- Publication list on arxiv
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