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Vladimir Alexandrovich Voevodsky (/vɔɪɛˈvɒdski/, Russian: Влади́мир Алекса́ндрович Воево́дский; 4 June 1966 – 30
September 2017) was a Russian-American...
- generally, to schemes. The
theory is due to
Fabien Morel and
Vladimir Voevodsky. The
underlying idea is that it
should be
possible to
develop a purely...
- such was
given in 2009 by
Voevodsky,
another in 2010 by van den Berg and Garner. A
general solution,
building on
Voevodsky's construction, was eventually...
- The main
ideas of
univalent foundations were
formulated by
Vladimir Voevodsky during the
years 2006 to 2009. The sole
reference for the philosophical...
- L-functions. The norm
residue isomorphism theorem was
proved by
Vladimir Voevodsky using a
number of
highly innovative results of
Markus Rost. For any integer...
-
Milnor ring. The
proof of this
theorem by
Vladimir Voevodsky uses
several ideas developed by
Voevodsky,
Alexander Merkurjev,
Andrei Suslin,
Markus Rost...
- 0.} In fact, this is one of a
family of four
theories constructed by
Voevodsky:
motivic cohomology,
motivic cohomology with
compact support, Borel-Moore...
-
Vladimir Voevodsky, Eric Friedlander,
Andrei Suslin, and
others resulting in the A1
homotopy theory for
quasiprojective varieties over a field.
Voevodsky has...
-
Archived 8
April 2022 at the
Wayback Machine pp. 91–97 "CV :
Vladimir Voevodsky" (PDF). Math.ias.edu.
Archived (PDF) from the
original on 2
April 2016...
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Fellowship from 1990 to 1995. He was the
doctoral advisor of
Vladimir Voevodsky, a
recipient of the
Fields Medal, one of the
highest awards in mathematics...
