Boris Zilber (Russian: Борис Иосифович Зильбер, born 1949) is a Soviet-British mathematician who works in mathematical logic, specifically model theory...

musical artist Belu Zilber (1901–1978), Romanian communist activist Boris Zilber (born 1949), Soviet–British mathematician Irina Zilber (born 1983), Russian...

Mordell–Lang. For algebraic tori and semiabelian varieties it was proposed by Boris Zilber and independently by Enrico Bombieri, David Masser, Umberto Zannier in...

The conjecture was first proposed by Boris Zilber in his work on the model theory of complex exponentiation. Zilber's conjecture is known as Exponential...

theory have prompted a surge of research on the conjecture. In 2004, Boris Zilber systematically constructed exponential fields Kexp that are algebraically...

that the answer is at least n, but no proof is known. In 2004, though, Boris Zilber published a paper that used model theoretic techniques to create a structure...

This work also has had important applications to algebra by works of Boris Zilber. Three times speaker at the International Congress of Mathematicians...

1977., second expanded edition with new chapters by the author and Boris Zilber, Springer 2010. Computable and Uncomputable. Moscow. 1980.{{cite book}}:...

number theory Eugène Charles Catalan Cherlin–Zilber conjecture group theory Gregory Cherlin and Boris Zilber 86 Chowla conjecture Möbius function ⇒Sarnak...

superstable. The Cherlin–Zilber conjecture (also called the algebraicity conjecture), due to Gregory Cherlin (1979) and Boris Zil'ber (1977), suggests...

consists of an abstract structure introduced by Ehud Hrushovski and Boris Zilber, in order to give a characterisation of the Zariski topology on an algebraic...

there is the complex exponential field, Cexp = (C, +, ·, 0, 1, exp). Boris Zilber constructed an exponential field Kexp that, crucially, satisfies the...

afterwards he found counterexamples to the Trichotomy Conjecture of Boris Zilber and his method of proof has become well known as Hrushovski constructions...

Heath-Brown 1998 E B Davies 2000 John Toland 2002 Jeremy C Rickard 2004 Boris Zilber 2006 Miles Reid 2008 Kevin Buzzard 2010 Dusa McDuff 2012 Ian Agol 2014...

colloquially known as the Zilber–Pink conjectures because problems of this type were proposed by Richard Pink and Boris Zilber. Most of these questions...

and randomness in mathematics The Fourteenth Annual Gödel Lecture 2003 Boris Zilber, Categoricity The Thirteenth Annual Gödel Lecture 2002 Harvey Friedman...

A Course in Mathematical Logic for Mathematicians, Yu. I. Manin, Boris Zilber (2009, 2nd ed., ISBN 978-1-4419-0614-4) Combinatorics with Emphasis on...

set; this fact explains (and is used in the proof of) Morley's theorem. Boris Zilber conjectured that the only pregeometries that can arise from strongly...

1999 Patrick Suppes 2000 Alexander Razborov 2001 Ronald Jensen 2002 Boris Zilber 2003 Ralph McKenzie 2004 Alexander S. Kechris 2005 Zlil Sela 2006 Solomon...

Heath-Brown 2011 E. Brian Davies 2012 Dan Segal 2014 Miles Reid 2015 Boris Zilber 2017 Alex Wilkie 2018 Karen Vogtmann 2020 Martin W. Liebeck 2021 Ehud...

2002 Harvey Friedman, Issues in the foundations of mathematics. 2003 Boris Zilber, Categoricity. 2004 Michael O. Rabin, Proofs persuasions and randomness...

with I. Averbouch, Bruno Courcelle, B. Godlin, T. Kotek, U. Rotics and Boris Zilber). Makowsky was a founding member of the European Association of Computer...

if requested) and which he would invariably win. Zilber also played the Queen's Gambit as White. Zilber, Latvian Chess Champion in 1958, defeated the teenage...

Diophantine geometry. It is usually taken to start in the late 1970s with Boris Zilber's analysis of totally categorical theories, eventually showing that they...

Vilonen). Macintyre has proved results on Boris Zilber's theory of the complex exponentiation, and Zilber's pseudo-exponential fields. Macintyre and Jamshid...

Philology of Saint Petersburg University. In 1916, he married Leah Abelevna Zilber, the elder sister of his friend and well-known Russian author Veniamin Kaverin...

Vincze Ion Vitner Iulian Vlad [ro] Ștefan Voitec Richard Wurmbrand Belu Zilber Martin Abern Haig Acterian Octav Băncilă Geo Bogza Mihai Gheorghiu Bujor...

V} is smooth. Zauner's conjecture: do SIC-POVMs exist in all dimensions? Zilber–Pink conjecture that if X {\displaystyle X} is a mixed Shimura variety or...

Rosenthal Allan Corduner as Flaviu David de Keyser as Moritz Zilber Frances Cuka as Sarah Zilber Andrew Buckley as Gogu Martin Hancock as Prosecutor John...

bobsledder Svetlana Terentieva (born 1983), Russian ice hockey forward Irina Zilber (born 1983), Russian rhythmic gymnast and Olympic champion (2000) Chaif...