Selected Topics in Gravity, Field Theory and Quantum Mechanics

Quantum field theory has achieved some extraordinary successes over the past sixty years; however, it retains a set of challenging problems. It is not yet able to describe gravity in a mathematically consistent manner. CP violation remains unexplained. Grand unified theories have been eliminated by...

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Vydavateľské údaje: Basel MDPI - Multidisciplinary Digital Publishing Institute 2022
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Abstract Quantum field theory has achieved some extraordinary successes over the past sixty years; however, it retains a set of challenging problems. It is not yet able to describe gravity in a mathematically consistent manner. CP violation remains unexplained. Grand unified theories have been eliminated by experiment, and a viable unification model has yet to replace them. Even the highly successful quantum chromodynamics, despite significant computational achievements, struggles to provide theoretical insight into the low-energy regime of quark physics, where the nature and structure of hadrons are determined. The only proposal for resolving the fine-tuning problem, low-energy supersymmetry, has been eliminated by results from the LHC. Since mathematics is the true and proper language for quantitative physical models, we expect new mathematical constructions to provide insight into physical phenomena and fresh approaches for building physical theories.
AbstractList Quantum field theory has achieved some extraordinary successes over the past sixty years; however, it retains a set of challenging problems. It is not yet able to describe gravity in a mathematically consistent manner. CP violation remains unexplained. Grand unified theories have been eliminated by experiment, and a viable unification model has yet to replace them. Even the highly successful quantum chromodynamics, despite significant computational achievements, struggles to provide theoretical insight into the low-energy regime of quark physics, where the nature and structure of hadrons are determined. The only proposal for resolving the fine-tuning problem, low-energy supersymmetry, has been eliminated by results from the LHC. Since mathematics is the true and proper language for quantitative physical models, we expect new mathematical constructions to provide insight into physical phenomena and fresh approaches for building physical theories.
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Snippet Quantum field theory has achieved some extraordinary successes over the past sixty years; however, it retains a set of challenging problems. It is not yet able...
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SubjectTerms abstracting
algebra of symmetry operators
arithmetic
arity
asymptotic conditions
black holes
canonical gravity
Cho–Duan–Ge decomposition
Clairaut equation
coherent states
conformable differential
constraintless formalism
covariance
current algebra symmetry
current Lie algebra representation
detector clicks
diffeomorphism group
dirac reduction
direct power
direct product
distribution functions
Einstein field equation
ensembles
entropy
factorization
fock space
generating functional
gravity
hamiltonian systems
Hamilton–Jacobi equation
heavenly type dynamical systems
hidden Hermitian formulations of quantum mechanics
Hilbert space linearization
hydrodynamic flows
idiabatic states
integrability
integrable dynamical systems
interpretations
Kirchhoff’s integral theorem
Klein–Gordon–Fock equation
Lie-Poisson action
Lie–Poisson structure
linear partial differential equations
master symmetry
Mathematics and Science
Maxwell’s vacuum equations
n/a
Noether symmetry
non-axiomaticity
non-stationary Wheeler-DeWitt system
numbers
para-associativity
physical Hilbert space metric
Physics
Poisson manifold
polyadic field
polyadic ring
polyadic semigroup
quantum foundations
quantum gravity and the problem of the Big Bang
quantum mechanics
recursion operator
Reference, Information and Interdisciplinary subjects
Research and information: general
self-referentiality
semiheaps
separation of variables
stationary Wheeler-DeWitt system
superposition principle
symmetry reduction
ternary algebras
vector space
vortex flows
Title Selected Topics in Gravity, Field Theory and Quantum Mechanics
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