Why to gauge
gravity?
Discrete
space-time (from my Scientific Biography)
What is a
mathematical structure?
The Higgs boson
or the Higgs vacuum?
Impact Factor
2011 of Journals in Mathematical Physics
Dmitri Ivanenko’s
archive: Nobel Laureates Letters
My book:
Generalized Hamiltonian Formalism for Field Theory
Nobel laureates
inscriptions on the walls of Ivanenko's office in Moscow State University
My lectures on
mathematical physics
Lagrangian BRST
theory (from my Scientific biography)
Classical
mechanics and field theory admit comprehensive geometric formulation
My Library: Completely
integrable and superintegrable Hamiltonian systems with noncompact invariant
submanifolds
Lagrangian
dynamics of higher-dimensional submanifolds
A problem of an
inertial reference frame in classical mechanics
My Library: General
Noether theorems
On a gauge model
of the fifth force
My Library: Jet
Manifold Formalism
Freedom is an
immanent property of living nature
Review on our
book "Geometric and Algebraic Topological Methods in Quantum Mechanics"
in Mathematical Reviews
An
energy-momentum is not uniquely defined
My Library:
Time-dependent mechanics
Review on our
book "Advanced Classical Field Theory" in Mathematical Reviews
My Library:
Advanced Classical Field Theory
My Library: Gauge
gravitation theory
Is a momentum
space of quantum fields Euclidean?
Hierarchy of
Noether identities (from my Scientific Biography)
Can contemporary
mathematics describe quantum physics?
Why only
electromagnetic and gravitational interactions are in classical physics?
“Antropomorphic”
mathematics and the crisis of science
What is a reference
frame in field theory and mechanics
Covariant
(polysymplectic) Hamiltonian
field theory (from my Scientific Biography)
Why a classical
system admits different non-equivalent quantization
Five fundamental
problems of contemporary physics
Integrable
Hamiltonian systems: generalization to a case of non-compact invariant
submanifolds (from my Scientific Biography)
On a mathematical
hypothesis of quantum space-time
Review on our
book “Geometric Formulation of Classical and Quantum mechanics” in Mathematical
Reviews
II. How we
developed gauge gravitation theory (from my Scientific Biography)
I. How we
developed gauge gravitation theory (from my Scientific Biography)
On a mathematical
hypothesis of the quark confinement
The prespinor
model (from my Scientific Biography)
Who is who among Universities
in 2011
My Scientific
Biography: Student period
Illusion of
matter
On the
strangeness of relativistic mechanics
”Quantum”
causality of ancient Greeks
Why a citation
list for a theoretician?
What are
classical Higgs fields?
The generalized
Serre – Swan theorem is a cornerstone of classical field theory
Metric gravity as
a non-quantized Higgs field
What are gauge
symmetries?
Why connections
in classical field theory?
Geometry in
quantum theory IV: Modern geometries
Geometry in
quantum theory III: Differential geometry of modules and rings
Does Impact
Factor show anything?
Geometry in
quantum theory II: Infinite-dimensional fiber bundles
Geometry in
quantum theory I: Why familiar differential geometry contributes to quantum
theory
Problems of
gravitation theory: What is a criterion of gravitational singularities?
On geometric
formulation of mechanics
Why connections
in field theory
What are general
covariant transformations?
What is classical
field theory really about?
Non-commutative
geometry meets a serious problem
What is meant by
supergeometry
Quantum field
theory: Functional integrals are not true integrals?
What is a
discrete space-time?
What is true
Equivalence principle?
On relativistic
mechanics in a very general setting
Mechanics as particular
classical field theory
What is a
fundamental science?
Well-known
mathematics that theoreticians do not know
What is true
Hamiltonian field theory?
Classical field
theory is complete: the strict geometric formulation
My teacher Dmitri
Ivanenko, a great theoretician of XX century
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