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Mathematical aspects of integrable systems
Heriot-Watt University, Edinburgh
An one day workshop at Heriot-Watt University
An one day workshop at Heriot-Watt University
The goal of this event is to bring together experts in quantum and classical integrable systems that work in particular on algebraic and geometric aspects of these systems
The goal of this event is to bring together experts in quantum and classical integrable systems that work in particular on algebraic and geometric aspects of these systems
Speakers
Speakers
Research Talks
Maud de Visscher (City London)
Misha Feigin (Glasgow)
Anton Izosimov (Glasgow)
Duncan Laurie (Edinburgh)
Alexander Shapiro (Edinburgh)
Pre-seminars
Alexander Cooper (Heriot-Watt)
Yegor Zenkevich (Edinburgh)
PhD Talks
Francesco Dilda (Glasgow)
Theresa Ortscheidt (Glasgow)
This is part of a series of workshops on Classical and Quantum Integrability, involving Durham, Edinburgh, Glasgow, Heriot-Watt, Leeds, Loughborough, Northumbria and York Universities. There is some support available for UK research students and postdocs to attend, and for in-person participants with caring responsibilities. The LMS have funds to help parents and carers.
This is part of a series of workshops on Classical and Quantum Integrability, involving Durham, Edinburgh, Glasgow, Heriot-Watt, Leeds, Loughborough, Northumbria and York Universities. There is some support available for UK research students and postdocs to attend, and for in-person participants with caring responsibilities. The LMS have funds to help parents and carers.
We gratefully acknowledge funding from the London Mathematical Society, the Isaac Newton Institute, the Heilbronn Institute (Additional Funding Programme for Mathematical Sciences, delivered by EPSRC EP/V521917/1) and the EPSRC CDT Algebra, Geometry and Quantum Fields
We gratefully acknowledge funding from the London Mathematical Society, the Isaac Newton Institute, the Heilbronn Institute (Additional Funding Programme for Mathematical Sciences, delivered by EPSRC EP/V521917/1) and the EPSRC CDT Algebra, Geometry and Quantum Fields
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