Editing Riemann mapping theorem (section)

==References==
*{{citation|last=Ahlfors|first= Lars V.|author-link=Lars Ahlfors|title=Complex analysis. An introduction to the theory of analytic functions of one complex variable|edition=3rd|series= International Series in Pure and Applied Mathematics|publisher= McGraw-Hill|year= 1978|isbn= 0070006571}}
*{{citation|last=Beardon|first= Alan F.|author-link=Alan Frank Beardon|title=Complex analysis.The argument principle in analysis and topology|publisher= John Wiley & Sons|year= 1979|isbn= 0471996718}}
*{{citation|last=Bell|first=Steven R.|title= The Cauchy transform, potential theory, and conformal mapping|series= Studies in Advanced Mathematics|publisher= CRC Press|year= 1992|isbn=0-8493-8270-X}}
*{{citation|last1=Berenstein|first1=Carlos A.|last2=Gay|first2= Roger|title=Complex variables. An introduction |series= Graduate Texts in Mathematics|volume= 125|publisher= [[Springer-Verlag]]|year= 1991|isbn= 0387973494}}
*{{citation|last=Carathéodory|first=C.|title=Untersuchungen über die konformen Abbildungen von festen und veranderlichen Gebieten|journal=Mathematische Annalen|volume=72|pages=107–144|year=1912|doi=10.1007/bf01456892 |s2cid=115544426 |url=https://zenodo.org/record/1428282}}
*{{citation|author-link=John B. Conway|last=Conway|first= John B.| year=1978|title=Functions of one complex variable|publisher=[[Springer-Verlag]]|isbn=0-387-90328-3}}
*{{citation|first=John B.|last= Conway|author-link=John B. Conway|year= 1995|title=Functions of one complex variable II|publisher=[[Springer-Verlag]]| isbn= 0-387-94460-5}}
*{{citation|last=Duren|first=P. L.|author-link=Peter Duren|chapter=Extremal problems for univalent functions|title= Aspects of contemporary complex analysis|pages= 181–208|publisher= Academic Press|year= 1980|isbn=9780121259501|editor1-first=D.A.|editor1-last=Brannan|editor2-first=J.G.|editor2-last=Clunie}}
*{{citation|last=Duren|first=P. L.|author-link=Peter Duren|title=Univalent functions|series=Grundlehren der Mathematischen Wissenschaften|volume= 259|publisher= Springer-Verlag|year= 1983|isbn= 0-387-90795-5}}
*{{citation|last=Gamelin|first=Theodore W.|author-link=Theodore Gamelin|title= Complex analysis|series= Undergraduate Texts in Mathematics|publisher= Springer|year= 2001|isbn=0-387-95069-9}}
*{{citation|last=Goluzin|first=G. M.|title= Geometric theory of functions of a complex variable|series=Translations of Mathematical Monographs|volume= 26|publisher= American Mathematical Society|year= 1969}}
*{{Citation | last=Gray | first=Jeremy | author-link=Jeremy Gray | title=On the history of the Riemann mapping theorem | url=http://www.math.stonybrook.edu/~bishop/classes/math401.F09/GrayRMT.pdf | mr=1295591 | year=1994 | journal=Rendiconti del Circolo Matematico di Palermo. Serie II. Supplemento | issue=34 | pages=47–94}}
*{{citation|last1=Greene|first1=Robert E.|author-link1=Robert Everist Greene|last2=Kim|first2=Kang‑Tae|author-link2=Kang-Tae Kim|title=The Riemann mapping theorem from Riemann's viewpoint|journal=Complex Analysis and Its Synergies|year=2017|volume=3 |doi=10.1186/s40627-016-0009-7|doi-access=free|arxiv=1604.04071}}
*{{citation|last=Grötzsch|first= Herbert|year=1932|author-link=Herbert Grötzsch|title= Über das Parallelschlitztheorem der konformen Abbildung schlichter Bereiche|journal= Berichte über die Verhandlungen der Sächsischen Akademie der Wissenschaften zu Leipzig, Mathematisch-Physische Klasse |volume=84|pages=15–36|lang=de|zbl= 0005.06802}}
*{{citation|last=Grunsky|first= Helmut|title=Lectures on theory of functions in multiply connected domains|series=Studia Mathematica| volume= 4| publisher=Vandenhoeck & Ruprecht|year= 1978|isbn= 978-3-525-40142-2}}
*{{citation|last= Jänich|first= Klaus|title= Funktionentheorie. Eine Einführung|edition=3rd|series= Springer-Lehrbuch|publisher= [[Springer-Verlag]] |year= 1993|isbn= 3540563377|lang=de}}
*{{citation|last=Jenkins|first= James A.|title=Univalent functions and conformal mapping.|series=Ergebnisse der Mathematik und ihrer Grenzgebiete|volume= 18|publisher= [[Springer-Verlag]]|year= 1958}}
*{{citation|last=Kodaira|first=Kunihiko|author-link=Kunihiko Kodaira|title= Complex analysis|series=Cambridge Studies in Advanced Mathematics|volume= 107|publisher= Cambridge University Press|year= 2007|isbn= 9780521809375}}
*{{citation|author-link=Steven G. Krantz|last=Krantz|first=Steven G.|year= 2006|title=Geometric Function Theory| chapter= Riemann Mapping Theorem and its Generalizations|pages=83&ndash;108|publisher=[[Birkhäuser]]|isbn=0-8176-4339-7}}
*{{citation|author-link1=Akhlesh Lakhtakia|last1=Lakhtakia|first1=Akhlesh|last2=Varadan|first2=Vijay K.|last3=Messier|first3=Russell|author-link4=Vasundara Varadan|last4=Varadan|first4=Vasundara|year=1987|title=Generalisations and randomisation of the plane Koch curve|journal=Journal of Physics A: Mathematical and General|volume=20|issue=11|pages=3537–3541|doi=10.1088/0305-4470/20/11/052}}
*{{Citation | last=Nehari | first=Zeev |author-link=Zeev Nehari| title=Conformal mapping | year=1952 | publisher=[[Dover Publications]] |isbn=9780486611372 }}
*{{citation | author-link= W. F. Osgood|last1=Osgood | first1=W. F. | title=On the Existence of the Green's Function for the Most General Simply Connected Plane Region | jstor=1986285 | publisher=[[American Mathematical Society]] | location=Providence, R.I. | jfm=31.0420.01 | year=1900 | journal=[[Transactions of the American Mathematical Society]] | issn=0002-9947 | volume=1 | issue=3 | pages=310–314 | doi=10.2307/1986285}}
*{{citation|title=Zum Parallelschlitztheorm unendlich- vielfach zusammenhängender Gebiete |last=de Possel|first= René|author-link=René de Possel|journal=Nachrichten von der Gesellschaft der Wissenschaften zu Göttingen, Mathematisch-Physikalische Klasse |year= 1931|pages=199−202|lang=de|url=https://gdz.sub.uni-goettingen.de/id/PPN252457811_1931?tify={%22pages%22:[203],%22panX%22:0.758,%22panY%22:0.57,%22view%22:%22export%22,%22zoom%22:0.501} }}
*{{citation |author-link=Reinhold Remmert |last=Remmert |first=Reinhold |year=1998 |title=Classical topics in complex function theory |translator=[[Leslie M. Kay]] |publisher=[[Springer-Verlag]] |isbn=0-387-98221-3}}
*{{citation|author-link=Bernhard Riemann|last=Riemann|first=Bernhard| year=1851|url=http://www.emis.de/classics/Riemann/Grund.pdf|title= Grundlagen für eine allgemeine Theorie der Functionen einer veränderlichen complexen Grösse|location= Göttingen|lang=de}}
*{{citation|last=Schiff|first= Joel L.|title=Normal families|series=Universitext|publisher= [[Springer-Verlag]]|year= 1993|isbn= 0387979670}}
*{{citation|last=Schober|first=Glenn|title=Univalent functions—selected topics|series=Lecture Notes in Mathematics|volume=478| publisher=[[Springer-Verlag]]|year= 1975|pages=181–190|chapter=Appendix C. Schiffer's boundary variation and fundamental lemma}}
*{{Citation | last1=Walsh | first1=J. L. | author-link=Joseph L. Walsh | title=History of the Riemann mapping theorem | jstor=2318448 | mr=0323996 | year=1973 | journal=[[American Mathematical Monthly|The American Mathematical Monthly]] | issn=0002-9890 | volume=80 | issue=3 | pages=270–276 | doi=10.2307/2318448}}