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Jeffrey Henderson Smith is a former profes … Jeffrey Henderson Smith is a former professor of mathematics at Purdue University in Lafayette, Indiana. He received his Ph.D. from the Massachusetts Institute of Technology in 1981, under the supervision of Daniel Kan, and was promoted to full professor at Purdue in 1999. His primary research interest is algebraic topology; his best-cited work consists of two papers in the Annals of Mathematics on "nilpotence and stable homotopy".atics on "nilpotence and stable homotopy".
, Jeffrey H. Smith (häufig Jeff Smith zitier … Jeffrey H. Smith (häufig Jeff Smith zitiert) ist ein US-amerikanischer Mathematiker, der sich mit algebraischer Topologie beschäftigt. Smith wurde 1981 am Massachusetts Institute of Technology bei Daniel Marinus Kan promoviert (A Nilpotence Theorem in Stable Homotopy Theory). Er ist Professor an der Purdue University. Smith ist für seinen Beitrag mit Michael J. Hopkins und Ethan Devinatz zum Beweis eines Teils der Ravenel-Vermutungen bekannt.nes Teils der Ravenel-Vermutungen bekannt.
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Jeffrey H. Smith (häufig Jeff Smith zitier … Jeffrey H. Smith (häufig Jeff Smith zitiert) ist ein US-amerikanischer Mathematiker, der sich mit algebraischer Topologie beschäftigt. Smith wurde 1981 am Massachusetts Institute of Technology bei Daniel Marinus Kan promoviert (A Nilpotence Theorem in Stable Homotopy Theory). Er ist Professor an der Purdue University. Smith ist für seinen Beitrag mit Michael J. Hopkins und Ethan Devinatz zum Beweis eines Teils der Ravenel-Vermutungen bekannt.nes Teils der Ravenel-Vermutungen bekannt.
, Jeffrey Henderson Smith is a former profes … Jeffrey Henderson Smith is a former professor of mathematics at Purdue University in Lafayette, Indiana. He received his Ph.D. from the Massachusetts Institute of Technology in 1981, under the supervision of Daniel Kan, and was promoted to full professor at Purdue in 1999. His primary research interest is algebraic topology; his best-cited work consists of two papers in the Annals of Mathematics on "nilpotence and stable homotopy".atics on "nilpotence and stable homotopy".
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Jeffrey H. Smith
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