LQ placeholderPoint, line, square, cube, tesseract

Point, line, square, cube, tesseract

Exploring the spectral properties of subgraphs of the hypercube and Hamming graphs for insights into coding theory and models of evolution.

The London Institute for Mathematical Sciences gives scientists freedom and support to make fundamental discoveries.

collective-human-behaviour

Collective behaviourEv

Physicists and mathematicians discuss quantitative models of group dynamics and emergent behaviour on 30 Jan from 6:30 pm. All welcome.

events

new-About-section

New About sectionNe

Our new About section sets out the London Institute’s purpose and describes how it is curiosity-driven, collegiate and competitive.

about

imaginary-replica-analysis

Imaginary replica analysisPa

The imaginary replica method provides a new approach for calculating the spectral properties of an ensemble of random regular loopy graphs.

Papers

recursively-divisible-numbers

Recursively divisible nos.Pa

Recursively divisible numbers are a new kind of number that are highly divisible, whose quotients are highly divisible, and so on.

Papers

Where we publish

Classical and Quantum Gravity
Discrete Mathematics
EPL
Journal of Physics A
Journal of Statistical Physics
MIT Sloan Management Review
Nature Communications
Nature Physics
New Journal of Physics
Nature Quantum Information
Science Advances
Physical Review B
Physical Review E
Physical Review Letters
Physical Review Materials
Proceedings of the National Academy of Sciences
Proceedings of the Royal Society A
Research Policy
Journal of Chemical Physics
Transactions of the American Mathematical Society

Who's funding us

Adtones
Boston  Consulting Group
BCG Henderson Institute
Cancer Research UK
Centre for  Defence Enterprise
Defence Advanced  Research Projects Agency
Defence Threat  Reduction Agency
European  Innovation Council
Framework Programme 7
Garfield Weston  Foundation
Horizon 2020
Invenia Labs
LIMS Ventures
Medical Research Council
Office of  Naval Research
Pilgrim Trust
Porter Foundation
Rose Foundation
Edward Harvist Trust
European Commission  Migration and Home Affairs