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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 nonrelativistic timedependent mechanics on fibre
bundles over R

Extension
of the LiouvilleArnold, Nekhoroshev and MishchenkoFomenko 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 onedimensional
submanifolds

Total
publication list





Scientific
Biography 
Blog
Post Archive 
Sardanashvily
at
ResearchGateLiveJournal 
Gravitation
Gauge Theory at

Beig
a pseudoRiemannian 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: TheorMinimumXXI

This
Course is alternative to the wellknown 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


