CORDIS Project
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This project explores the connections between Random Matrix Theory and Probability Theory, particularly focusing on extreme values of Gaussian fields. It aims to address unresolved questions in the field by applying new mathematical techniques to compute statistical quantities related to characteristic polynomials.
Random Matrix Theory has been of central importance in Mathematical Physics for over 50 years.
It has deep connections with many other areas of Mathematics and a remarkably wide range of applications.
In 2012, a new avenue of research was initiated linking Random Matrix Theory to the highly active area of Probability Theory concerned with the extreme values of logarithmically correlated Gaussian fields, such as the branching random walk and the two-dimensional Gaussian Free Field.
This connects…
THE CHANCELLOR, MASTERS AND SCHOLARS OF THE UNIVERSITY OF OXFORD
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United Kingdom, Bristol
Type: University / higher education
Activity type: Higher or Secondary Education Establishments
SME: No
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