Theoretician and mathematical physicist Moscow State University, Lepage Research Institute400+ scientific publications including 28 books 110+ works reviewed in Mathematical Reviews 2450+non-self citations including 280+ in WikipediA

WikipediAEncyclopedic Data My 23 theorems

Russian version
Russian version
Top Results
  • Gauge gravitation theory on natural bundles where gravity is a classical Higgs field
  • Geometric formulation of classical field theory on fibre bundles and graded manifolds
  • Noether theorems in a very general setting of reducible degenerate Lagrangian systems
  • Classical Higgs field theory on composite bundles
  • Covariant Hamiltonian field theory on polysymplectic manifolds
  • Geometric formulation of non-relativistic time-dependent mechanics on fibre bundles over R
  • Extension of the Liouville-Arnold, Nekhoroshev and Mishchenko-Fomenko theorems on integrable Hamiltonian systems to a general case of not necessary compact invariant submanifolds.
  • Geometric formulation of relativistic mechanics in terms of jets of one-dimensional submanifolds
Total publication list Russian version
Russian version
Scientific BiographyBiography in Russian
Blog Post Archiveblog posts in Russian
Sardanashvily at ResearchGateLiveJournalSardanashvily's blogSardanashvily on TwitterSardanashvily on Facebook
Gravitation Gauge Theory at Sardanashvily on Facebook

Beig a pseudo-Riemannian metric from the mathematical viewpoint, gravity by its physical nature is a classical Higgs field. A conjecture is that, being a Higgs field, a metric gravitational field is not quantized, but it is classical in principle.

Course of Theoretical Physics: TheorMinimum-XXI in Russian Sardanashvily on Facebook

This Course is alternative to the well-known Course of Theoretical Physics by Lev Landau in the middle of XX century. Its five volumes provide contemporary geometric and algebraic topological methods in field theory, quantum theory, and mechanics.

Mirror site at Google