Jacob Lurie

E422697

Jacob Lurie is an American mathematician renowned for his foundational work in higher category theory and derived algebraic geometry, which has profoundly influenced modern algebraic topology and related fields.

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Jacob Lurie canonical 2

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Predicate Object
instanceOf American mathematician
human
mathematician
academicDegree PhD in mathematics
awardReceived Breakthrough Prize in Mathematics NERFINISHED
MacArthur Fellowship NERFINISHED
SASTRA Ramanujan Prize NERFINISHED
countryOfCitizenship United States of America
dateOfBirth 1977-11-07
doctoralAdvisor Michael J. Hopkins NERFINISHED
educatedAt Harvard University
employer Harvard University
Institute for Advanced Study
Massachusetts Institute of Technology
familyName Lurie NERFINISHED
fieldOfWork algebraic geometry
algebraic topology
category theory NERFINISHED
derived algebraic geometry
higher category theory
homotopy theory
mathematics
givenName Jacob NERFINISHED
hasInfluenced development of spectral algebraic geometry
foundations of modern homotopy theory
influenced homotopy type theory and related areas
modern algebraic topology
knownFor applications of higher category theory to algebraic K-theory
development of ∞-categories (infinity categories)
foundations of higher algebra
theory of ∞-topoi
memberOf National Academy of Sciences
name Jacob Lurie NERFINISHED
notableFor applications of higher categories to algebraic topology
development of derived algebraic geometry
foundational work in higher category theory
notableWork Derived Algebraic Geometry (series of papers) NERFINISHED
Higher Algebra NERFINISHED
Higher Topos Theory NERFINISHED
On ∞-topoi NERFINISHED
Spectral Algebraic Geometry NERFINISHED
placeOfBirth United States of America
surface form: United States
positionHeld faculty member at the Institute for Advanced Study
professor at Harvard University
professor at MIT
professor of mathematics
researchInterest homotopical methods in algebra and geometry
stable homotopy theory
topos theory

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