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- Stokes_phenomenon abstract "In complex analysis the Stokes phenomenon, discovered by G. G. Stokes (1847, 1858), is that the asymptotic behavior of functions can differ in different regions of the complex plane. These regions are bounded by Stokes line or anti-Stokes lines.".
- Stokes_phenomenon thumbnail Airy_Functions.svg?width=300.
- Stokes_phenomenon wikiPageExternalLink transactionsofca09camb.
- Stokes_phenomenon wikiPageExternalLink transactionsofca10camb.
- Stokes_phenomenon wikiPageID "2383687".
- Stokes_phenomenon wikiPageID "37673299".
- Stokes_phenomenon wikiPageLength "30".
- Stokes_phenomenon wikiPageLength "7789".
- Stokes_phenomenon wikiPageOutDegree "1".
- Stokes_phenomenon wikiPageOutDegree "10".
- Stokes_phenomenon wikiPageRedirects Stokes_phenomenon.
- Stokes_phenomenon wikiPageRevisionID "596962274".
- Stokes_phenomenon wikiPageRevisionID "707436974".
- Stokes_phenomenon wikiPageWikiLink Airy_function.
- Stokes_phenomenon wikiPageWikiLink Argument_(complex_analysis).
- Stokes_phenomenon wikiPageWikiLink Category:Asymptotic_analysis.
- Stokes_phenomenon wikiPageWikiLink Complex_analysis.
- Stokes_phenomenon wikiPageWikiLink Raman_scattering.
- Stokes_phenomenon wikiPageWikiLink Stokes_line.
- Stokes_phenomenon wikiPageWikiLink Stokes_phenomenon.
- Stokes_phenomenon wikiPageWikiLink WKB_approximation.
- Stokes_phenomenon wikiPageWikiLink File:Airy_Functions.svg.
- Stokes_phenomenon wikiPageWikiLink File:Root-system-A2-v1.png.
- Stokes_phenomenon wikiPageWikiLinkText "Stokes phenomenon".
- Stokes_phenomenon authorlink "Sir George Gabriel Stokes".
- Stokes_phenomenon first "G. G.".
- Stokes_phenomenon last "Stokes".
- Stokes_phenomenon wikiPageUsesTemplate Template:Citation.
- Stokes_phenomenon wikiPageUsesTemplate Template:Cite_arXiv.
- Stokes_phenomenon wikiPageUsesTemplate Template:Harvs.
- Stokes_phenomenon wikiPageUsesTemplate Template:Harvtxt.
- Stokes_phenomenon year "1847".
- Stokes_phenomenon year "1858".
- Stokes_phenomenon subject Category:Asymptotic_analysis.
- Stokes_phenomenon comment "In complex analysis the Stokes phenomenon, discovered by G. G. Stokes (1847, 1858), is that the asymptotic behavior of functions can differ in different regions of the complex plane. These regions are bounded by Stokes line or anti-Stokes lines.".
- Stokes_phenomenon label "Stokes phenomenon".
- Stokes_phenomenon label "Stokes' phenomenon".
- Stokes_phenomenon sameAs Q7618550.
- Stokes_phenomenon sameAs Stokesova_linija.
- Stokes_phenomenon sameAs 스토크스_현상.
- Stokes_phenomenon sameAs m.0783qs.
- Stokes_phenomenon sameAs ஸ்டோக்_வரிகள்.
- Stokes_phenomenon sameAs Q7618550.
- Stokes_phenomenon wasDerivedFrom Stokes_phenomenon?oldid=596962274.
- Stokes_phenomenon wasDerivedFrom Stokes_phenomenon?oldid=707436974.
- Stokes_phenomenon depiction Airy_Functions.svg.
- Stokes_phenomenon isPrimaryTopicOf Stokes_phenomenon.