Heights in Diophantine Geometry
By Enrico Bombieri, Walter Gubler. 2006
840 citations recorded by the source corpus.
Subfields: Geometry and Topology, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/864a5508905e7b21efe8b6d2dfbabcf61cfc9c78
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Geometry and Topology
- P. P. Varj'u
- P. Habegger
- Joseph H. Silverman
- Peter Sarnak
- Jean Bourgain
- Jonathan Pila
- Xinyi Yuan
- Shu Kawaguchi
In Mathematical Physics
- P. P. Varj'u
- Peter Sarnak
- Jean Bourgain
- Emmanuel Breuillard
- Xinyi Yuan
- Shu Kawaguchi
- Alex Gamburd
- Joseph H. Silverman
Citations in the corpus
- On the dimension of Bernoulli convolutions for all transcendental parameters (2018, neutral): “Suppose that dim ν̃λ < 1 for some λ ∈ [2 , 1).”
- O-minimality and the André-Oort conjecture for $\mathbb{C}^{n}$ (2011, neutral): “Let”
- Anomalous Subvarieties—Structure Theorems and Applications (2007, background): “See for example [23] or Chapter 3 of [3].”
- A Strong Tits Alternative (2008, background): “The Arakelov height on the projective space P(K) is defined as follows (see [6]) for x = (x1 : .”
- On the Bounded Height Conjecture (2008, background): “15 [7], there is an morphism of algebraic groups φ : Gm → Gn ′ m whose kernel is precisely H .”
- A finiteness theorem for canonical heights attached to rational maps over function fields (2006, neutral): “3, and [8],§1.”