Landau interaction function

E243116

The Landau interaction function is a central quantity in Fermi liquid theory that characterizes the effective quasiparticle–quasiparticle interactions near the Fermi surface.

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Label Occurrences
Landau interaction function canonical 1

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Statements (36)

Predicate Object
instanceOf concept in theoretical physics ⓘ
quantity in Fermi liquid theory ⓘ
appearsIn Landau kinetic equation ⓘ
appliesTo Fermi liquids ⓘ
assumes adiabatic continuity from noninteracting Fermi gas ⓘ
well-defined quasiparticles near Fermi surface ⓘ
canBeSpinDecomposedInto spin-antisymmetric channel ⓘ
spin-symmetric channel ⓘ
characterizes effective quasiparticle–quasiparticle interaction ⓘ
constrains stability conditions of Fermi liquids ⓘ
definedIn momentum space ⓘ
definedNear Fermi surface ⓘ
dependsOn quasiparticle momentum directions ⓘ
spin indices of quasiparticles ⓘ
determines compressibility of a Fermi liquid ⓘ
effective mass of quasiparticles ⓘ
spin susceptibility of a Fermi liquid ⓘ
zero sound velocity ⓘ
expandedIn Legendre polynomials of angle between momenta ⓘ
hasComponent antisymmetric Landau parameters ⓘ
symmetric Landau parameters ⓘ
namedAfter Lev Landau ⓘ
parameterizedBy Landau parameters ⓘ
relatedTo Pomeranchuk instability criteria via Landau parameters ⓘ
forward scattering amplitude ⓘ
two-particle vertex function at low energy ⓘ
relatesTo quasiparticle energy shift ⓘ
variation of quasiparticle distribution function ⓘ
subjectOf microscopic derivations from many-body perturbation theory ⓘ
renormalization group analyses in Fermi systems ⓘ
usedIn Landau Fermi liquid theory ⓘ
linked to: Fermi liquid theory

nuclear Fermi liquid models ⓘ
theory of interacting electron liquids in metals ⓘ
theory of normal liquid helium-3 ⓘ
usedToDescribe collective excitations in Fermi liquids ⓘ
response functions of Fermi liquids ⓘ

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Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Fermi liquid theory → usesConcept → Landau interaction function ⓘ