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Department of Pure Mathematics
A. Pillay (Leeds)
The parametrized Picard-Vessiot theory and monodromy continued.
Tue 1st May, 2012
A. Pillay (Leeds)
Parametrized PV theory and isomonodromic families
Tue 24th April, 2012
Anand Pillay (Leeds)
The parameterized Picard-Vessiot theory (following Cassidy and Singer).
Tue 6th March, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems ctd.
Tue 28th February, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems continued
Tue 21st February, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems III
Tue 14th February, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems II
Tue 7th February, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems
Tue 31st January, 2012
D. Penazzi (Leeds)
Internality and integrability II
Mon 23rd January, 2012
D. Penazzi (Leeds)
Internality and integrability I
Tue 17th January, 2012
Anand Pillay (Leeds)
Definable automorphism groups and the PV-theory
Sat 14th January, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems II
Tue 13th December, 2011
Anand Pillay (Leeds)
Definable automorphism groups
Thu 17th November, 2011
Anand Pillay (Leeds)
Definable automorphism groups and Differential Galois Theory I
Tue 25th October, 2011
Anand Pillay (Leeds)
Malgrange groupoide de Galois II
Tue 11th October, 2011
Anand Pillay (Leeds)
Introduction to Malgrange's groupoide de galois I
Tue 4th October, 2011
Ronnie Nagloo (Leeds)
Geometric triviality of the Painleve equations II
Tue 27th September, 2011
Ronnie Nagloo (University of Leeds)
Geometric triviality of the Painleve equations
Tue 24th May, 2011
Dinh Tran (LaTrobe University)
Complete integrability of maps obtained as reductions of integrable lattice equations
Tue 10th May, 2011
Nalini Joshi (University of Sydney)
Painleve asymptotics
Tue 29th March, 2011
Anand Pillay (Leeds)
On irreducibility of ODE's II.
Tue 15th March, 2011
Anand Pillay (Leeds)
On irreducibility of ODE's, following Painleve, Nishioka, and Umemura
Tue 8th March, 2011
Frank Nijhoff (Leeds)
Introduction to Painleve equations, continued
Tue 1st March, 2011
Daniel Bertrand (University Paris VI, Institut de Math. de Jussieu)
From Picard-Vessiot to Kolchin and to Pillay : three view-points on the Galois theory of inhomogeneous linear differential equations.
Tue 22nd February, 2011
Frank Nijhoff and Alexander Mikhailov (Leeds)
Introduction to Painleve equations, continued
Tue 15th February, 2011
Frank Nijhoff (Leeds)
Introduction to Painleve equations, part IV
Tue 8th February, 2011
Frank Nijhoff
Introduction to Painleve equations III
Tue 1st February, 2011
Frank Nijhoff (Leeds)
Introduction to Painleve equations, continued
Tue 25th January, 2011
Frank Nijhoff (Leeds)
Introduction to Painleve equations
Differential Algebra seminar
Organised by
Anand Pillay and
Frank Nijhoff.
Telephone: 0113 343 5171
Email: pillay @ maths.leeds.ac.uk
In Autumn 2011 we will have, among other things, a series of talks around non linear differential Galois theory, trying to understand the Malgrange theory of Galois groupoids attached to a foliation, as well as discussing the model theoretic/differential algebraic approach via logarithmic differential equations on algebraic D-groups.
To be announced.
Tue 8th May, 2012
A. Pillay (Leeds)
The parametrized Picard-Vessiot theory and monodromy continued.
Tue 1st May, 2012
A. Pillay (Leeds)
Parametrized PV theory and isomonodromic families
Tue 24th April, 2012
Anand Pillay (Leeds)
The parameterized Picard-Vessiot theory (following Cassidy and Singer).
Tue 6th March, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems ctd.
Tue 28th February, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems continued
Tue 21st February, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems III
Tue 14th February, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems II
Tue 7th February, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems
Tue 31st January, 2012
D. Penazzi (Leeds)
Internality and integrability II
Mon 23rd January, 2012
D. Penazzi (Leeds)
Internality and integrability I
Tue 17th January, 2012
Anand Pillay (Leeds)
Definable automorphism groups and the PV-theory
Sat 14th January, 2012
A. Mikhailov (Leeds)
Difference algebra and discrete integrable systems II
Tue 13th December, 2011
Anand Pillay (Leeds)
Definable automorphism groups
Thu 17th November, 2011
Anand Pillay (Leeds)
Definable automorphism groups and Differential Galois Theory I
Tue 25th October, 2011
Anand Pillay (Leeds)
Malgrange groupoide de Galois II
Tue 11th October, 2011
Anand Pillay (Leeds)
Introduction to Malgrange's groupoide de galois I
Tue 4th October, 2011
Ronnie Nagloo (Leeds)
Geometric triviality of the Painleve equations II
Tue 27th September, 2011
Ronnie Nagloo (University of Leeds)
Geometric triviality of the Painleve equations
Tue 24th May, 2011
Dinh Tran (LaTrobe University)
Complete integrability of maps obtained as reductions of integrable lattice equations
Tue 10th May, 2011
Nalini Joshi (University of Sydney)
Painleve asymptotics
Tue 29th March, 2011
Anand Pillay (Leeds)
On irreducibility of ODE's II.
Tue 15th March, 2011
Anand Pillay (Leeds)
On irreducibility of ODE's, following Painleve, Nishioka, and Umemura
Tue 8th March, 2011
Frank Nijhoff (Leeds)
Introduction to Painleve equations, continued
Tue 1st March, 2011
Daniel Bertrand (University Paris VI, Institut de Math. de Jussieu)
From Picard-Vessiot to Kolchin and to Pillay : three view-points on the Galois theory of inhomogeneous linear differential equations.
Tue 22nd February, 2011
Frank Nijhoff and Alexander Mikhailov (Leeds)
Introduction to Painleve equations, continued
Tue 15th February, 2011
Frank Nijhoff (Leeds)
Introduction to Painleve equations, part IV
Tue 8th February, 2011
Frank Nijhoff
Introduction to Painleve equations III
Tue 1st February, 2011
Frank Nijhoff (Leeds)
Introduction to Painleve equations, continued
Tue 25th January, 2011
Frank Nijhoff (Leeds)
Introduction to Painleve equations
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