{
  "date" : "1984-06-04",
  "identifier_doecontract" : "",
  "subject" : "72 PHYSICS OF ELEMENTARY PARTICLES AND FIELDS; ELECTRON GAS; HALL EFFECT; QUANTUM ELECTRODYNAMICS; DELTA FUNCTION; DISTRIBUTION FUNCTIONS; ELECTRIC CONDUCTIVITY; EXPECTATION VALUE; MAGNETIC FIELDS; NONLINEAR PROBLEMS; SIGMA MODEL; TWO-DIMENSIONAL CALCULATIONS; U GROUPS; VACUUM STATES; YANG-MILLS THEORY; ELECTRICAL PROPERTIES; ELECTRODYNAMICS; FIELD THEORIES; FUNCTIONS; LIE GROUPS; MATHEMATICAL MODELS; PARTICLE MODELS; PHYSICAL PROPERTIES; QUANTUM FIELD THEORY; SYMMETRY GROUPS; 645400* - High Energy Physics- Field Theory",
  "description" : "It is shown that the localization problem in the theory of the quantized Hall effect is governed by the zero-component grassmannian U(2m) non-linear sigma-model with a THETA-term, a two-dimensional analogue of the THETA-vacuum in Yang-Mills theory. In this case, THETA is to be interpreted as the bare value for the Hall conductivity, determined by an underlying non-critical theory. A detailed derivation is presented starting from the replica method and a delta function distribution for the impurities.",
  "language" : "English",
  "identifier_report" : "",
  "publisher_sponsor" : "",
  "publisher_country" : "Netherlands",
  "source" : "AIX-15-050832; EDB-84-179825",
  "purl" : "",
  "title" : "Localization in the theory of the quantized hall effect:  a two-dimensional realization of the theta-vacuum",
  "type" : "Journal Article",
  "subject_related" : "",
  "relation" : "Journal Name: Nucl. Phys. B; (Netherlands); Journal Volume: 235:2",
  "entry_date" : "2010-05-17",
  "subject_list" : [ "72 PHYSICS OF ELEMENTARY PARTICLES AND FIELDS", "ELECTRON GAS", "HALL EFFECT", "QUANTUM ELECTRODYNAMICS", "DELTA FUNCTION", "DISTRIBUTION FUNCTIONS", "ELECTRIC CONDUCTIVITY", "EXPECTATION VALUE", "MAGNETIC FIELDS", "NONLINEAR PROBLEMS", "SIGMA MODEL", "TWO-DIMENSIONAL CALCULATIONS", "U GROUPS", "VACUUM STATES", "YANG-MILLS THEORY", "ELECTRICAL PROPERTIES", "ELECTRODYNAMICS", "FIELD THEORIES", "FUNCTIONS", "LIE GROUPS", "MATHEMATICAL MODELS", "PARTICLE MODELS", "PHYSICAL PROPERTIES", "QUANTUM FIELD THEORY", "SYMMETRY GROUPS", "645400* - High Energy Physics- Field Theory" ],
  "publisher_availability" : "",
  "rights" : "",
  "announced_date" : "1984-08-01",
  "type_qualifier" : "",
  "has_fulltext" : false,
  "coverage" : "",
  "identifier" : "",
  "journal_volume" : "235:2",
  "creator" : "Pruisken, A M.M.",
  "site_ownership_code" : "HEDB",
  "osti_id" : "6402091",
  "journal_issue" : "",
  "resource_type" : "JOUR",
  "format" : "Medium: X; Size: Pages: 277-298",
  "journal_name" : [ ],
  "contributing_organizations" : "",
  "citation_location" : "https://www.osti.gov/etdeweb/biblio/6402091",
  "publication_year" : 1984,
  "subject_list_commas" : "72 PHYSICS OF ELEMENTARY PARTICLES AND FIELDS, ELECTRON GAS, HALL EFFECT, QUANTUM ELECTRODYNAMICS, DELTA FUNCTION, DISTRIBUTION FUNCTIONS, ELECTRIC CONDUCTIVITY, EXPECTATION VALUE, MAGNETIC FIELDS, NONLINEAR PROBLEMS, SIGMA MODEL, TWO-DIMENSIONAL CALCULATIONS, U GROUPS, VACUUM STATES, YANG-MILLS THEORY, ELECTRICAL PROPERTIES, ELECTRODYNAMICS, FIELD THEORIES, FUNCTIONS, LIE GROUPS, MATHEMATICAL MODELS, PARTICLE MODELS, PHYSICAL PROPERTIES, QUANTUM FIELD THEORY, SYMMETRY GROUPS, 645400* - High Energy Physics- Field Theory",
  "publisher" : "",
  "identifier_other" : "Journal ID: CODEN: NUPBB",
  "publisher_research" : "Schlumberger-Doll Research Center, Ridgefield, CT",
  "creators_list" : [ "Pruisken, A M.M." ],
  "doi" : "https://doi.org/"
}