-
algebraic function field in some
special cases. He
later invented shtukas and used
shtukas of rank 2 to
prove the
remaining cases of the
Langlands conjectures...
-
question is the
construction of
compactifications of
certain moduli stacks of
shtukas. The
proof was the
result of more than six
years of
concentrated efforts...
- representations) for
connected reductive groups defined over
global function fields.
Shtukas for
reductive groups and
Langlands correspondence for
function fields Vincent...
- and Work of Józef
Maria Hoene-Wroński" (PDF).
Algebraic Cycles, Sheaves,
Shtukas, and Moduli.
Trends in Mathematics. pp. 1–20. doi:10.1007/978-3-7643-8537-8_1...
-
doing this is to look in the ℓ-adic
cohomology of the
moduli stack of
shtukas of rank n that have
compatible level N
structures for all N. The cohomology...
-
Langlands Conjecture".
Quanta Magazine. July 19, 2024. Lafforgue, V. (2018). "
Shtukas for
reductive groups and
Langlands correspondence for
function fields"...
-
darkens in Kyiv". Bloomberg. 2
November 2024.
Retrieved 2
November 2024.
Shtuka, Anton; Maloletka,
Evgeniy (10
November 2024). "As
Russian forces close...
-
October 30, 2024".
Institute for the
Study of War.
Retrieved 30
October 2024.
Shtuka, Anton; Maloletka,
Evgeniy (10
November 2024). "As
Russian forces close...
- Ramanujan–Petersson conjecture.
Lafforgue (2002)
successfully extended Drinfeld's
shtuka technique to the case of GL(n) in
positive characteristic. Via a different...
-
Kateryna Tsaryk,
Agnieszka Holland Yuriy Korol Забирай (in Ukrainian)
Anton Shtuka Ivan
Fomichenko 2020 Жалі (in Ukrainian)
Dmytro Cherniavskyi Anton Fursa...
