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John Vincent Pardon (born June 1989) is an American mathematician who works on geometry and topology. He is primarily known for having solved Gromov's problem on distortion of knots, for which he was awarded the 2012 Morgan Prize. He is currently a full professor of mathematics at Princeton University.

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  • John Pardon (en)
  • John Pardon (de)
  • John Pardon (fr)
  • John Pardon (pt)
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  • John Vincent Pardon (born June 1989) is an American mathematician who works on geometry and topology. He is primarily known for having solved Gromov's problem on distortion of knots, for which he was awarded the 2012 Morgan Prize. He is currently a full professor of mathematics at Princeton University. (en)
  • John Vincent Pardon (né en juin 1989) est un mathématicien américain qui travaille sur la géométrie et la topologie. Il est surtout connu pour avoir résolu le problème de Gromov sur la distorsion des nœuds, pour lequel il reçoit le Prix Morgan 2012. Il est actuellement professeur titulaire de mathématiques à l'université de Princeton. (fr)
  • John Vincent Pardon (Chapel Hill, junho de 1989) é um matemático americano que trabalha em geometria e topologia. Enquanto ainda era um estudante de graduação de matemática na Universidade de Princeton, Pardon resolveu uma conhecida conjectura em teoria dos nós proposta por Mikhail Gromov em 1983 sobre distorção contínua de nós que afirma que toda curva fechada pode ser deformada continuamente até tornar-se convexa sem nunca permitir que quaisquer dois pontos na curva se aproximem um do outro. A demonstração foi publicada no Annals of Mathematics em 2011 (num artigo intitulado "On the distortion of knots on embedded surfaces)", e lhe rendeu o de 2012. (pt)
  • John V. Pardon (* Juni 1989 in Chapel Hill (North Carolina)) ist ein US-amerikanischer Mathematiker, der sich mit Geometrie und niedrigdimensionaler Topologie befasst. John Pardon ist der Sohn des Mathematikprofessors an der Duke University . Schon als Schüler fiel sein mathematisches Talent auf, er gewann mehrmals Goldmedaillen bei den internationalen Informatik-Olympiaden und wurde 2007 zweiter bei der Intel Science Talent Search, mit einer Arbeit, in der er das Carpenter´s Rule Problem, das ursprünglich für Polygone formuliert war und durch Robert Connelly und andere gelöst wurde, auf rektifizierbare Kurven erweitert löste: Jede rektifizierbare Jordan-Kurve kann in eine konvexe Kurve überführt werden ohne deren Länge zu vergrößern oder den Abstand zweier beliebiger Punkte zu verringern. (de)
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  • John V. Pardon (en)
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  • John V. Pardon (en)
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  • http://commons.wikimedia.org/wiki/Special:FilePath/John_Pardon_receiving_Waterman_award.jpg
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  • Chapel Hill, North Carolina, U.S: (en)
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