PhD Student and Teaching Assistant
E-mail: matteo.capoferri.16 [AT] ucl.ac.uk
Department of Mathematics
University College London
Gower Street
London
WC1E 6BT
Educated as a theoretical physicist, I am now a PhD student in Mathematics and Teaching Assistant in Pure Mathematics at UCL.
I work under the supervision of Prof Dmitri Vassiliev.
Curriculum vitae
Research interests
[4.] |
M. Capoferri, M. Levitin, D. Vassiliev: Geometric wave propagator on Riemannian manifolds arXiv:1902.06982 [math.AP], 2019. |
[3.] |
M. Capoferri, N. Saveliev, D. Vassiliev: Classification of first order sesquilinear forms arXiv:1811.10318 [math.AP], 2018. |
[2.] |
M. Capoferri, D. Vassiliev: Spacetime diffeomorphisms as matter fields arXiv:1805.01303 [math-ph], 2018. |
[1.] |
M. Benini, M. Capoferri, C. Dappiaggi: Hadamard states for quantum Abelian duality, Annales Henri Poincaré 18 10 (2017) 3325-3370. |
Regularly updated information about my teaching can be found at the links below:
Academic Year 2019-2020
MATH0042 Mathematical Methods in Chemistry
Academic Year 2018-2019
MATH0042 Mathematical Methods in Chemistry
ME306 Real Analysis (Class Teacher, at LSE)
Academic Year 2017-2018
2017-2018 Teaching Homepage
You are most welcome to send me an email anytime (matteo.capoferri.16 [AT] ucl.ac.uk) with any question you may have.
I have office hours every week during term time (follow the relevant link above); I am also happy to arrange in-person appointment on other days of the week, if I am free.
7 Nov 2019 |
Global hyperbolic propagators in curved space, Mathematical Physics Seminar, University of York, UK. (Invited) |
30 Sep 2019 |
The massless Dirac operator: hyperbolic parametrix and spectral asymptotics, Analysis & PDE Seminar, University of Sussex, UK. (Invited) |
10 Sep 2019 |
Global hyperbolic propagators, Workshop on Spectral Geometry and Analysis of Differential Operators, University of Padova, Italy. |
4 Jun 2019 |
Wave propagator on Riemannian manifolds, Mathematics Colloquium, University of Groningen, Netherlands. (Invited) |
10 May 2019 |
Globlal hyperbolic propagators and spectral asymptotics, Junior Analysis Seminar, Imperial College London. (Invited) |
4 Mar 2019 |
Hyperbolic propagators: from scalar equations to first order systems, UK Meeting on Hyperbolic Equations, Loughborough University, United Kingdom. (Invited) |
29 Nov 2018 |
Mathematical encounters of the third kind, Mathematics Undergraduate Colloquium, University College London. (Invited) |
5 Nov 2018 |
Global hyperbolic propagators: a microlocal-analytic approach, Differential geometry seminar, University of Freiburg, Germany. (Invited) |
21 Jul 2018 |
Global hyperbolic propagators in curved space, International Congress of Mathematical Physics, Young Researchers Symposium, Montreal. |
6 Jul 2018 |
Global hyperbolic propagators in curved space, Conference "Microlocal and time-frequency analysis", Turin. |
28 Jun 2018 |
The wave propagator between analysis and geometry, Conference "An analyst, a geometer and a probabilist walk into a bar", Cardiff. |
11 Jun 2018 |
Global hyperbolic propagators in curved space, 10th Birman Conference in Spectral Theory, St Petersburg. (Invited) |
5 Jun 2018 |
Global hyperbolic propagators in curved space, Conference "AQFT: where operator algebra meets microlocal analysis", Cortona, Italy. |
30 May 2018 |
Global hyperbolic propagators in curved space, Mathematical physics seminar, University of Pavia. (Invited) |
15 Feb 2018 |
Solving the wave equation on manifolds, UCL Mathematics PG Seminar. |
1 Feb 2018 |
Hadamard states for Quantum Abelian Duality, 41st LQP Workshop, Mathematisches Institut, Göttingen. |
10 Nov 2017 |
Hyperbolic propagators in curved space, LMS Genearal Meeting - Graduate Student session, London Mathematical Society, London. |
28 Aug 2017 |
Hyperbolic propagator in curved space: an explicit global formula, Conference "Geometric foundations of gravity", Tartu, Estonia. |
17 May 2017 |
The algebraic approach to QFT, UCL Mathematics PG Seminar. |
UCL Maths Department
London Analysis Seminar
King's Analysis Seminar
Conferences in Spectral Theory and Mathematical Physics