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Concept
Local Field Theory
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Summary
Local Field Theory
is a branch of
Mathematical Physics
and
Number Theory
that studies fields with a topology allowing for the definition of
Local Properties
, typically used to describe
Physical Systems
in a
Localized region of space
or
Number Fields
with a
Non-Archimedean Valuation
. It provides a framework for understanding phenomena such as
Phase Transitions
and
Critical Behavior
in
Statistical Mechanics
, as well as the arithmetic of
Local Fields
in algebraic
Number Theory
.
Concepts
Topological Fields
Non-Archimedean Valuation
Phase Transitions
Critical Behavior
Statistical Mechanics
Algebraic Number Theory
Local Properties
Field Theory
P-adic Numbers
Quantum Field Theory
Local Transformations
Relevant Degrees
Quantum Mechanics 100%
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