Skip to content
Go
Search RoyalSociety.org
Research Fellows Directory
#
Tom Coates

{
"@context": "http://schema.org",
"@type": "Person",
"name": "Tom Coates" ,
"honorificSuffix":"Royal Society Research Fellow",
"jobTitle":"Dr" ,
"honorificPrefix":"" ,
"gender":"" ,
"worksFor": {
"@type": "Organization",
"name": "Imperial College London"
},
"image":""
}
#### Dr Tom Coates

## Organisation

## Research summary

## Grants awarded

#### Gromov-Witten Theory

#### Gromov-Witten Theory

#### Gromov-Witten Theory

#### Gromov-Witten Theory

Back to top

You currently have JavaScript disabled in your web browser, please enable JavaScript to view our website as intended.

Here are the instructions of how to enable JavaScript in your browser.

Research Fellow

Imperial College London

My research lies at the boundary between mathematics and physics. I use ideas from string theory to solve problems in geometry, and I use methods from geometry and topology (the "science of shape") to test mathematical predictions from string theory.

Potential Impact:

One of the most fundamental questions in science today is "can we find laws of physics that work for both very large and very small objects at the same time?" At the moment we have a fantastically-accurate theory to describe objects of the size of planets and larger --- this is Einstein's General Theory of Relativity --- and we also have a very good description of objects the size of atoms and smaller --- this is Quantum Field Theory. But these two theories are incompatible, and a central problem in physics is to find a theory that will encompass both tiny and huge objects at the same time. The leading candidate for such a theory is String Theory, which is based on the notion that subatomic particles are made up of tiny vibrating loops called strings. Different vibrations of the loops give rise to different types of particles (electrons, quarks, etc), in much the same way as different vibrations of a violin string give rise to different musical notes.

At the moment we cannot build particle accelerators that are powerful enough to test string theory. But we can do "mathematical experiments" to test mathematical consequences of string theory. This is part of my research; the other part uses insights from string theory to tackle long-standing questions in pure mathematics.

This is fundamental research, and it is not yet clear what technological advances will come from a deeper understanding of string theory. But since, for example, the computer revolution relies in an essential way on Quantum Field Theory (which is an earlier attempt to understand the fundamental laws of physics) it is likely that a new understanding of fundamental physical law will have profound technological consequences.

**Scheme:** University Research Fellowship

**Dates:** Oct 2010 - Nov 2013

**Value:** £316,090.86

**Scheme:** University Research Fellowship

**Dates:** Jan 2006 - Sep 2010

**Value:** £243,818.21

Connect with us: Connect on Facebook Connect on Twitter Connect on YouTube Connect on LinkedIn Connect on Pinterest

Stay in touch: Email updates | Blogs | Podcasts and RSS feeds

Copyright © 2018 The Royal Society.

All rights reserved. Privacy policy. Terms, conditions and other policies.