I lead the Quantum Physics Research Division at the ISI Foundation in Torino. I actively contribute technical blog articles to the Azimuth Project. My particular interests are in using techniques developed in quantum theory, to address environmental challenges. I’m working on two research books on mathematical physics which be found online: Quantum Techniques for Stochastic Mechanics and Lectures on Tensor Network States. My current work focuses on developing new mathematical tools to model systems and towards a unified theory of networks.
Degree Distribution in Quantum Walks on Complex Networks, with Mauro Faccin, Tomi Johnson, Sabre Kais and Piotr Migdał, arXiv:1305.6078 (2013).
A Course on Quantum Techniques for Stochastic Mechanics, with John C. Baez, arXiv:1209.3632 (2012).
Quantum Transport Enhancement by Time-Reversal Symmetry Breaking, with Zoltan Zimboras, Mauro Faccin, Zoltan Kadar, James Whitfield and Ben Lanyon, arXiv:1208.4049 (2013).
Network Theory Part 18, John Baez and Jacob Biamonte, Azimuth blog, 2011.
Network Theory Part 17, John Baez and Jacob Biamonte, Azimuth blog, 2011.
Network Theory Part 7, Azimuth blog, 2011.
Quantum techniques for stochastic mechanics, QIC 890/891 Selected Advanced Topics in Quantum Information, The University of Waterloo, Waterloo Ontario, Canada, (Spring term 2012).
Lectures on Tensor Network States, QIC 890/891 Selected Advanced Topics in Quantum Information, The University of Waterloo, Waterloo Ontario, Canada, (2011).
The following examples illustrate the Anderson-Craciun-Kurz theorem saying that ‘complex balanced’ equilibria of the chemical rate equation give equilibria of the master equation:
I also have other pages in progress:
Jacob Biamonte (homepage)