Click π for slides and π½ for video
- A variational principle for integrable systems
Seminar at UNIMI, Milan, Italy, December 3, 2024 π - Lagrangian multiforms: paths from classical to quantum
RAQIS 24, Annecy, France, September 2, 2024 - Mini-course on Hamiltonian and Lagrangian perspectives on integrable systems
International Young Researchers Workshop in Geometry, Dynamics and Field Theory, Warsaw, Poland, February 21-23, 2024 - Lagrangian multiforms and symmetries of differential-difference equations
Integrable Day (CQI workshop), Loughborough, November 24, 2023. π - Multi-time Euler-Lagrange equations and double zeroes
BIRS-IASM Workshop on Lagrangian Multiform Theory and Pluri-Lagrangian Systems, Hangzhou, China, October 23, 2023. π π½
- A variational principle for integrable systems
17th International Young Researchers Workshop on Geometry, Mechanics and Control, Leuven, Belgium, March 31, 2023. π - A variational principle for integrable systems, symmetries, and discretisation
Wave Chaos Seminar, University of Nottingham, October 5, 2022. π - Semi-discrete pluri-Lagrangian structures and the Toda hierarchy
SFB-Seminar, Berlin, June 28, 2022. π - A variational principle for integrable systems
IF Colloquium, Institute for Fundamental Study, Naresuan University, Thailand (virtual), June 17, 2022. π π½
- A variational principle for integrable systems, symmetries, and discretisation
Floris Takens Seminar, Groningen, May 18, 2022. π - Lagrangian multiforms and the Toda hierarchy
New Trends in Lagrangian and Hamiltonian Aspects of Integrable Systems, Leeds, May 13-14, 2022. π - A Lagrangian perspective on integrability
VII Iberoamerican Meeting on Geometry, Mechanics and Control, BahΓa Blanca, Argentina (virtual), March 9-11, 2022. π π½
- Lagrangians in integrable systems: a variational principle for symmetries
Landau Seminar, Loughborough (Dept. of Physics), March 2, 2022. π - A variational principle for integrable systems
Geometry and Mathematical Physics Seminar, Loughborough (Dept. of Maths), February 2, 2022. π - A variational principle for discrete and continuous integrable systems
ICMAT Geometry, Mechanics and Control Seminar November 12, 2021. π - Superconvergence of Galerkin Variational Integrators
IFAC LHMNC Berlin, October 13, 2021. π - Structure preserving discretization of time-reparametrized Hamiltonian systems
Oberwolfach Workshop “Geometric Numerical Integration”, MFO. April 1, 2021. π - Hamiltonian and Lagrangian perspectives on integrable hierarchies
Integrable systems seminar, University of Leeds. November 8, 2019. π - Variational integrators for contact Hamiltonian systems
Control Seminar, University of Oxford. November 4, 2019. π - Discretization of contact Hamiltonian systems using Herglotzβ variational principle
DGD Days, Raitenhaslach, Germany. September 24, 2019. π - Continuum limits of integrable lattice equations
SciCADE, Innsbruck, Austria. July 23, 2019. π - How to find a pluri-Lagrangian structure for an integrable hierarchy
SFB 109 Seminar, TU Berlin. May 21, 2019. π - A variational principle for discrete and continuous integrable systems
FDIS 2019, Shanghai Jiao Tong University, China. May 8, 2019. π - What is… an integrable system?
PhD Colloquium, KU Leuven, Belgium. April 23, 2019. π - Modified equations for variational integrators
Floris Takens Seminar, University of Groningen, The Netherlands. December 18, 2018. π - Modified equations for variational integrators
Coloquio de MatemΓ‘ticas Aplicadas, IIMAS, UNAM, Mexico. August 23, 2018. π - A variational structure for integrable hierarchies
VI Iberoamerican Meeting on Geometry, Mechanics and Control, Guanajuato, Mexico. August 17, 2018. π - Modified equations and Ο2/6
BMS Student Conference, Freie UniversitΓ€t Berlin. February 21, 2018. π π½ - Continuum limits of integrable lattice systems and their variational structure
Integrable systems seminar, University of Leeds. November 3, 2017. π - Continuum limits of pluri-Lagrangian systems
FDIS 2017, Barcelona. July 6, 2017. π - Continuum limits of pluri-Lagrangian systems
PMNP 2017: 50 years of IST, Gallipoli. June 22, 2017. π - Pluri-Lagrangian systems
ISQS 25, Prague. June 8, 2017. π - Equations with many friends: an introduction to integrable systems
BMS Student conference, TU Berlin. February 22, 2017. π π½ - A variational structure for integrable hierarchies
Classical analysis seminar, KU Leuven. October 6, 2016. π - Modified Equations for Variational Integrators
Workshop on Geometric Numerical Integration, Oberwolfach. March 24, 2016. π - A picture book of geometric numerical integration
BMS Student conference, TU Berlin. February 17, 2016. π - Modified Equations for Variational Integrators
Discretization in Geometry and Dynamics, Herrsching am Ammersee. October 9, 2015. π - Modified Equations for Variational Integrators
Brainstorming Workshop on New Developments in Discrete Mechanics, Geometric Integration and Lie-Butcher Series, ICMAT, Madrid. May 27, 2015. π - A variational structure for integrable hierarchies
BMS Student conference, TU Berlin. February 19, 2015. π - The multisymplectic form formula for Lagrangian PDEs
BMS Student conference, TU Berlin. February 20, 2014. π
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