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Line 90: * {{citation \| last = Biggs \| first = N. L. \| ~~authorlink~~author-link = Norman L. Biggs \| doi = 10.1112/blms/13.2.97 \| issue = 2 Line 100: \| year = 1981}} * {{citation \| last1 = Conway \| first1 = John \| ~~authorlink1~~author-link1 = John Horton Conway \| last2 = Ryba \| first2 = Alex \| title = The Pascal Mysticum Demystified \| journal = [[The Mathematical Intelligencer]] \| pages = 4–8 \| year = 2012 \| volume = 34 \| issue = 3\| doi = 10.1007/s00283-012-9301-4 \| s2cid = 122915551 }} * {{citation \| last1 = Coxeter \| first1 = H. S. M. \| ~~authorlink1~~author-link1 = Harold Scott MacDonald Coxeter \| last2 = Greitzer \| first2 = Samuel L. \| ~~authorlink2~~author-link2 = Samuel L. Greitzer \| title = Geometry Revisited \| ___location = Washington, DC \| publisher = [[Mathematical Association of America]] \| page = 76 \| year = 1967}} * {{citation \| last1=Guggenheimer \| first1=Heinrich W. \| title=Plane geometry and its groups \| publisher=Holden–Day Inc. \| ___location=San Francisco, Calif. \|mr=0213943 \| year=1967}} * {{citation \| title = Note on the Braikenridge–Maclaurin Theorem \| first = Stella \| last = Mills \| journal = Notes and Records of the Royal Society of London \| volume = 38 \| issue = 2 \|date=March 1984 \| pages = 235–240 \| publisher = The Royal Society \| doi = 10.1098/rsnr.1984.0014 \| jstor = 531819 \| s2cid = 144663075 }} * {{eom\|title=Pascal theorem\|first=P.S. \|last=Modenov\|first2=A.S. \|last2=Parkhomenko}} * {{cite web ~~\| ref = harv~~ \| last = Pascal \| first = Blaise Line 114 ⟶ 113: \| url = http://digitale-sammlungen.gwlb.de/index.php?id=6&no_cache=1&tx_dlf%5Bid%5D=548&tx_dlf%5Bpage%5D=19&cHash=7c32039131e4b3387740fbc6c9fd1cb8 \| format = facsimile \| ~~accessdate~~access-date = 21 June 2013 }} * {{citation\|last=Smith\|first=David Eugene\|title=A Source Book in Mathematics\|publisher=Dover\|place=New York\|year=1959\|isbn=0-486-64690-4\|url=https://books.google.com/books?id=awAfO7Ff_z0C&q=smith+source+book}}

Pascal's theorem: Difference between revisions