Pierre René, Viscount Deligne (French: [dəliɲ]; born 3 October 1944) is a Belgian mathematician. He is best known for work on the Weil conjectures, leading...

Lie type using ℓ-adic cohomology with compact support, introduced by Pierre Deligne and George Lusztig (1976). Lusztig (1985) used these representations...

French actor Pierre Deland, Swedish actor and director Pierre Pelerin de Maricourt, French scholar Pierre Deligne, Belgian mathematician Pierre Dolbeault...

and étale surjective map U→F{\displaystyle U\to F} (called an atlas). Pierre Deligne and David Mumford introduced this notion in 1969 when they proved that...

Jean-Louis Verdier (co-founder of the derived category theory), and Pierre Deligne. Collaborators on the SGA projects also included Michael Artin (étale...

Grothendieck (1965), and the analogue of the Riemann hypothesis by Pierre Deligne (1974). The earliest antecedent of the Weil conjectures is by Carl Friedrich...

and non-complete) in the form of mixed Hodge structures, defined by Pierre Deligne (1970). A variation of Hodge structure is a family of Hodge structures...

geometry, such as the Weil conjectures (the last of which was proved by Pierre Deligne). Strongly based on commutative algebra, scheme theory allows a systematic...

PhD from Paris-Sud 11 University in 1976, under the supervision of Pierre Deligne. He held a chair for arithmetic algebraic geometry at the University...

mathematics, Deligne cohomology is the hypercohomology of the Deligne complex of a complex manifold. It was introduced by Pierre Deligne in unpublished...

algebraic varieties; the resulting Weil conjectures were proved by Pierre Deligne (1974, 1980). Arithmetic zeta functions generalise the Riemann and Dedekind...

Bernard Dwork, Alexander Grothendieck, Michael Artin, and finally by Pierre Deligne, who completed the most difficult step in 1973. Weil introduced the...

number field, the reflex field of the Shimura variety. In the 1970s, Pierre Deligne created an axiomatic framework for the work of Shimura. In 1979, Robert...

called "Mittag-Leffler sequences"). However, in 2002, Amnon Neeman and Pierre Deligne constructed an example of such a system in a category satisfying (AB4)...

his proof of Serge Lang's generalization of the Mordell conjecture. Pierre Deligne (1987) developed a more general framework to define the intersection...

provided the tools for the eventual proof of the Weil conjectures by Pierre Deligne. From 1959 onward Serre's interests turned towards group theory, number...

introduced in the work of Joseph Bernstein, Alexander Beilinson, and Pierre Deligne (1982) as a consequence of the Riemann-Hilbert correspondence, which...

real function. Pierre Deligne and Nicholas Katz (1973) extended Picard–Lefschetz theory to varieties over more general fields, and Deligne used this generalization...

1977. Two Belgian mathematicians have been awarded the Fields Medal: Pierre Deligne in 1978 and Jean Bourgain in 1994. Belgium was ranked 23rd in the Global...

n−m{\displaystyle n-m}. A more object-focused approach is taken by Pierre Deligne in Le Groupe Fondamental de la Droite Projective Moins Trois Points...

subvarieties of X. The official statement of the problem was given by Pierre Deligne. ∂ u ∂ t ⏟ Variation + ( u ⋅ ∇ ) u ⏟ Convection ⏞ Inertia (per volume)...

Abel Board". www.abelprize.no. Retrieved 30 December 2022. "2003: Jean-Pierre Serre". The Norwegian Academy of Science and Letters. Retrieved 21 July...

confirmed by the work of Eichler, Shimura, Kuga, Ihara, and Pierre Deligne as a result of Deligne's proof of the Weil conjectures, which were shown to imply...

Archived from the original on 6 October 2014. Retrieved 18 August 2014. "Pierre Deligne". Abelprize.no. Archived from the original (PDF) on 3 March 2016. Retrieved...

List of things named after Richard Dedekind List of things named after Pierre Deligne List of things named after Peter Gustav Lejeune Dirichlet List of things...

classes satisfying the above relation? The problem has been formulated by Pierre Deligne and Carlos Simpson was the first to obtain results towards its resolution...

the Institute for Advanced Study, Princeton, NJ, 1996–1997. Edited by Pierre Deligne, Pavel Etingof, Daniel S. Freed, Lisa C. Jeffrey, David Kazhdan, John...

differential form with poles of a certain kind. The concept was introduced by Pierre Deligne. In short, logarithmic differentials have the mildest possible singularities...

the school of Alexander Grothendieck. It was later reconsidered by Pierre Deligne, and some simplifications made. The pattern of the theory is that of...

category of ℓ-adic sheaves over the affine line. It was introduced by Pierre Deligne on November 29, 1976 in a letter to David Kazhdan as an analogue of...