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Line 73: * {{Cite book \|last=Ahlfors \|first=Lars V. \|author-link=Lars Ahlfors \|title=Complex analysis: an introduction to the theory of analytic functions of one complex variable \|date=1979 \|publisher=McGraw-Hill \|isbn=0-07-000657-1 \|edition=3 \|___location=New York \|oclc=4036464}} * {{cite book \|last=Carathéodory \|first=Constantin \|author-link=Constantin Carathéodory \|title=Theory of functions of a complex variable \|volume=2 \|translator=F. Steinhardt \|publisher=Chelsea \|year=1954\|url=https://books.google.com/books?id=UTTvAAAAMAAJ\|oclc=926250115}} * {{Cite book \|last=Hille \|first=Einar \|author-link=Einar Hille ~~\|url=https://www.worldcat.org/oclc/36225146~~ \|title=Ordinary differential equations in the complex ___domain \|date=1997 \|publisher=Dover Publications \|isbn=0-486-69620-0 \|___location=Mineola, N.Y. \|oclc=36225146}} * {{Cite book \|last=Nehari \|first=Zeev \|author-link=Zeev Nehari \|title=Conformal mapping \|date=1975 \|publisher=Dover Publications \|isbn=0-486-61137-X \|___location=New York \|oclc=1504503}} * {{cite book \|last1=Sansone \|first1=Giovanni \|author-link=Giovanni Sansone \|last2=Gerretsen \|first2=Johan \|title=Lectures on the theory of functions of a complex variable. II: Geometric theory \|publisher=Wolters-Noordhoff \|year=1969 \|oclc=245996162}}

Schwarz triangle function: Difference between revisions