In complex analysis, a mathematical discipline, a Stokes line is named after Sir George Gabriel Stokes, is a line in the complex plane which 'turns on' different kinds of behaviour when one 'passes over' this line – although, somewhat confusingly, this definition is sometimes used for anti-Stokes lines. This article follows the former definition, more common in mathematical literature (but less common in physics literature).

PropertyValue
dbpprop:abstract
  • In complex analysis, a mathematical discipline, a Stokes line is named after Sir George Gabriel Stokes, is a line in the complex plane which 'turns on' different kinds of behaviour when one 'passes over' this line – although, somewhat confusingly, this definition is sometimes used for anti-Stokes lines. This article follows the former definition, more common in mathematical literature (but less common in physics literature). When approximating integral equations it is vital to know where the Stokes lines are so as to keep track of exponential smallness.
dbpprop:hasPhotoCollection
rdf:type
rdfs:comment
  • In complex analysis, a mathematical discipline, a Stokes line is named after Sir George Gabriel Stokes, is a line in the complex plane which 'turns on' different kinds of behaviour when one 'passes over' this line – although, somewhat confusingly, this definition is sometimes used for anti-Stokes lines. This article follows the former definition, more common in mathematical literature (but less common in physics literature).
rdfs:label
  • Stokes line
owl:sameAs
skos:subject
foaf:page
is dbpedia-owl:Person/knownFor of
is dbpedia-owl:knownFor of
is dbpprop:knownFor of
is dbpprop:redirect of
is owl:sameAs of