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・ Carl Johan Grimmark
・ Carl Johan Hviid
・ Carl Johan Lind
・ Carl Johan Malmsten
・ Carl Johan Michelet
・ Carl Johan Schönherr
・ Carl Johan Severin Steen
・ Carl Johan Thyselius
・ Carl Johan Trygg
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・ Carl Johann Christian Zimmermann
・ Carl Heymann
・ Carl Heymanns Verlag
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・ Carl Hiekisch
Carl Hierholzer
・ Carl Hill
・ Carl Hilliard
・ Carl Hillmann
・ Carl Hilpert
・ Carl Hilsenberg
・ Carl Hilton
・ Carl Hilty
・ Carl Hindenburg
・ Carl Hines
・ Carl Hinkle
・ Carl Hinrichs
・ Carl Hite
・ Carl Hjorth
・ Carl Hochschild


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Carl Hierholzer : ウィキペディア英語版
Carl Hierholzer

Carl Hierholzer (October 2, 1840 – September 13, 1871) was a German mathematician.
==Biography==
Hierholzer studied mathematics in Karlsruhe, and he got his Ph.D. from Ruprecht-Karls-Universität Heidelberg in 1865. His Ph.D. advisor was Ludwig Otto Hesse (1811–1874). In 1870 Hierholzer wrote his habilitation about conic sections (title: ''Ueber Kegelschnitte im Raum'') in Karlsruhe, where he later became professor.
Hierholzer proved that a graph has an Eulerian cycle if and only if it is connected and every vertex has an even degree. This result had been given, without proof, by Leonhard Euler in 1736. Hierholzer apparently explained his proof, just before his premature death in 1871, to a colleague who then arranged for its posthumous publication which appeared in 1873.〔

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