Factorization algebras are local-to-global objects that play a role in classical and quantum field theory which is similar to the role of sheaves in geometry ... thus making this book ideal for ...

distribution theory, and much more. Written with beginning graduate students in mathematics in mind, this book provides a thorough treatment of (nonrelativistic) quantum mechanics in a style that is ...

Quantum field theory marries the ideas of other quantum theories to depict all particles as “excitations” that arise in underlying fields. The British physicist Paul Dirac started the ball ...

For example: physics traditionally tells us that all particles can be classified into one of two types, either bosons or ...

Modern mathematical physics was born from the attempts to gain mathematical understanding of quantum field theory and statistical mechanics. In those fields powerful new methods were developed around ...

This demonstrates the theory behind quantum graphs, based on work led by mathematician Dr Ram Band. Over several decades mathematicians and physicists at Bristol have contributed significantly to the ...

A top priority is the post-quantum encryption system called ‘Fully Homomorphic Encryption’. “This new encryption system is closely related to number theory and algebra in basic mathematics ...

Quantum physics is a very diverse field: it describes particle collisions shortly after the Big Bang as well as electrons in solid materials or atoms far out in space. But not all quantum objects are ...

This workshop will bring together mathematicians and physicists in order to explore recent progress and open problems in the field of quantum chaos in ... information scrambling and quantum ...