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Kirby, Jonathan - School of Mathematics, University of East Anglia
Some History Zilber's exponential field
Closure operators Jonathan Kirby
Finitely Presented Exponential Fields Jonathan Kirby
Raising to generic powers Jonathan Kirby
Quasiminimal excellent classes Chains, existence, and definability
0 Introduction i 0.1 Universal properties . . . . . . . . . . . . . . . . . . . . . . . . . i
The Journal of Symbolic Logic Volume 00, Number 0, XXX 0000
The Yoneda Lemma: What's It All About? Tom Leinster
Amalgamation constructions Jonathan Kirby
Complex Exponentiation and Zilber's Pseudo-exponentiation
The uniform Schanuel conjecture over the real Jonathan Kirby Boris Zilber
A NEW LOOK AT COUNTEREXAMPLES IN
The uniform Schanuel conjecture over the real Jonathan Kirby Boris Zilber
Dimension theory and differential equations Jonathan Kirby
Variants of Schanuel's conjecture Jonathan Kirby
Quasiminimal classes Existence of models
Monotone Reasoning by Jeff Paris
The Journal of Symbolic Logic Volume 00, Number 0, XXX 0000
Monotone Reasoning by Je# Paris
Valuations and eld morphisms Jonathan Kirby
Exponential and Weierstrass equations Jonathan Kirby
Abstract Elementary Categories Jonathan Kirby
Monotone Reasoning by Jeff Paris
The Journal of Symbolic Logic Volume 00, Number 0, XXX 0000
A NEW LOOK AT COUNTEREXAMPLES IN
Finitely Presented Exponential Fields Jonathan Kirby
Exponential differential equations Some applications and motivation
Valuations and field morphisms Jonathan Kirby
The uniform Schanuel conjecture over the real numbers
