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Enric Solé-Farré

Ph.D. in Pure Mathematics

University College London & Imperial College London

enric.sole-farre.21@ucl.ac.uk

I'm a Ph.D. student at University College London and Imperial College London, under a co-supervision of Lorenzo Foscolo (University College London) and Sir Simon Donaldson (Imperial College).

My research interest focuses on the interplay between differential geometry and topology and physical theories, with a focus on higher-dimensional gauge theory and special holonomy.

Academic talks

Date Title Event Material
7th June, 2023 Deformations of G_2-instantons on Sasaki-Einstein and 3-Sasaki manifolds Geometry Seminar, Univeristy of Hamburg
26th April, 2023 Deformations of G_2-instantons on S^7 Topology Seminar, Univeristy of Aberdeen Link
5th December, 2022 Geometry and holonomy of cones UCL/KCL Junior Geometry Seminar Link
2nd December, 2022 Morse theory and Poincaré conjecture Imperial Junior Geometry Seminar Link
28th July, 2022 Mathematical applications of Gauge Theory Geometry, Representation theory and Physics Link
10th March, 2022 Introduction to G-structures UCL/KCL Junior Geometry Seminar Link
22nd September, 2021 Instantons and foliations LMU Geometry Seminar

Organised academic events and seminars

Date Title Link
30th August-1st September, 2023 Queer In Number theory and Geometry (QuING) Link
3rd-7th July, 2023 BIGW IV Link
11th November, 2022 Oxford-London Gauge Assembly (OLGA) 2022 Link
October-December, 2022 LSGNT Lunch Seminar Link
21st-24th June, 2022 Ealry Career Researchers in Mathematics (ECRM) 2022 Link

Teaching Positions

Date Role University Course
SuSe 2023 TA KCL Geometry of surfaces
SuSe 2023 TA UCL Newtonian Mechanics
WiSe 2022 TA UCL Fluid Mechanics
WiSe 2022 Marker UCL General Relativity
WiSe 2022 TA KCL Manifolds
SuSe 2022 TA KCL Geometry of surfaces
SuSe 2022 TA KCL Introductory Quantum Theory
SuSe 2021 TA LMU Mathematical Gauge Theory
SuSe 2021 Marker LMU Partial Differential Equations II
WiSe 2020 TA LMU Topology I
WiSe 2020 Marker LMU Partial Differential Equations I

Miscellaneous

Title Description Link
"What if we lived in a Pringle crisp?" Video of the sciene outreach event Bcnspiracy 2020 (in Catalan with Spanish subtitles) Link
Morse theory: a microlocal perspective My undergraduate thesis in mathematics, on rederiving the Morse inequalities using the theory of microsupport Link
Exact WKB and resurgence in Quantum Mechanics My undergraduate thesis in physics, on non-perturbative effects in quantum mechanincs Link