Luc Illusie

E912693

Luc Illusie is a French mathematician renowned for his influential work in algebraic geometry, particularly in the development of deformation theory and the theory of the cotangent complex.

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Label Occurrences
Luc Illusie canonical 2

Statements (46)

Predicate Object
instanceOf algebraic geometer
human
mathematician
affiliation CNRS NERFINISHED
awardReceived CNRS Silver Medal NERFINISHED
Leroy P. Steele Prize for Lifetime Achievement NERFINISHED
Prix Carrière de l’Académie des Sciences NERFINISHED
countryOfCitizenship France
educatedAt École Normale Supérieure NERFINISHED
employer Université Paris-Saclay NERFINISHED
Université Paris-Sud NERFINISHED
familyName Illusie NERFINISHED
fieldOfWork algebraic K-theory
algebraic geometry
cotangent complex
crystalline cohomology
deformation theory
p-adic Hodge theory NERFINISHED
gender male
givenName Luc NERFINISHED
hasAcademicStatus professor emeritus
hasAdvisor Alexander Grothendieck NERFINISHED
influenced algebraic geometers working in deformation theory
development of derived methods in algebraic geometry
research in p-adic Hodge theory
influencedBy Alexander Grothendieck NERFINISHED
Jean-Pierre Serre NERFINISHED
languageOfWorkOrName English
French
memberOf Académie des Sciences
surface form: French Academy of Sciences
notableFor applications of cotangent complexes to deformation problems
contributions to deformation theory in algebraic geometry
contributions to p-adic Hodge theory
expository work on Grothendieck’s ideas
influence on modern algebraic geometry
work on crystalline cohomology
work on the theory of the cotangent complex
notableStudent Ahmed Abbes NERFINISHED
Ofer Gabber NERFINISHED
notableWork “Complexe cotangent et déformations II” NERFINISHED
“Complexe cotangent et déformations I” NERFINISHED
occupation mathematician
partOf French school of algebraic geometry NERFINISHED
worksOn Grothendieck’s program in algebraic geometry NERFINISHED
cohomological methods in algebraic geometry
logarithmic geometry

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