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Bringing pure and applied analysis together via the Wiener-Hopf technique, its generalisations and applications

5th August 2019 to 30th August 2019

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The Wiener-Hopf technique enables us to solve numerous physical problems motivated by real world applications modelled, for example, by partial differential equations and stochastic processes. The Wiener-Hopf technique is currently used in a wide range of disciplines including acoustics, finance, Lèvi processes, hydrodynamics, elasticity, potential theory and electromagnetism.

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The Newton Gateway to Mathematics acts as a knowledge intermediary for the mathematical sciences. It is the impact initiative of the Isaac Newton Institute for Mathematical Sciences (INI). 

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The Scientific Steering Committee meets twice each year to consider proposals.  Proposals to be considered at these meetings should be submitted by 31 January or 31 July respectively.

The present deadline for submission is 31 July 2019 for consideration at the meeting of the Scientific Steering Committee in October 2019

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I only wish I could have spent more time at the INI. It is a unique environment in which to think and write and exchange ideas.

Sunetra Gupta

Professor of Theoretical Epidemiology, Department of Zoology, University of Oxford

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