Status:
+44 1865 615310
Research groups:
Address
University of Oxford
Andrew Wiles Building
Radcliffe Observatory Quarter
Woodstock Road
Oxford
OX2 6GG
Research interests:
- Key Words: Scattering Amplitudes, $\mathcal{N}=4$ Super Yang-Mills Theory, On-shell Methods, Yangian Symmetry, Integrability, Grassmannians, Amplituhedron, Positive Geometries, Positive Tropical Grassmannian, Cluster Algebras, Combinatorial Algebraic Geometry.
- Supervisors: Prof. L. Mason, Dr. T. Lukowski
Teaching:
- Stipendiary Lecturer in Applied Mathematics at St Peter's College
- Differential Equations 1 [A1], MT18, MT19
- Differential Equations 2 [A6], HT19
- Multivariable Calculus [M5], HT19
- Calculus of Variations, TT19
- Dynamics [M4], HT19, HT20
- Quantum Theory [A11], MT19
- College Lecturer at Keble College
- Dynamics [M4], HT19, HT20, HT21
- Fluids and Waves [A10], HT21
- Quantum Theory [A11], MT18, MT19, MT20
- Special Relativity, TT19, TT20, TT21
- TA and Tutor at the Mathematical Insitute
- (TA) Classical Mechanics [B7.1], MT18
- (TA) Further Quantum Theory [B7.3], HT18
- (TA) Quantum Field Theory [MSc in Mathematical and Theoretical Physics], TT18
Prizes, awards, and scholarships:
- Sachs Scholarship at Princeton, Princeton University (2020-2021)
- Della Riccia Scholarship, Fondazione A. Della Riccia, Florence (2019)
- ERC Award Scholarship, Mathematical Insitute, University of Oxford
Major / recent publications:
-
The m=2 amplituhedron and the hypersimplex: signs, clusters, triangulations, Eulerian numbers
Matteo Parisi, Melissa Sherman-Bennett, Lauren K. Williams
[arXiv:2104.08254]. -
The positive tropical Grassmannian, the hypersimplex, and the m=2 amplituhedron
Tomasz Lukowski, Matteo Parisi, Lauren K. Williams
[arXiv:2002.06164], submitted to a mathematical journal. -
Cluster patterns in Landau and Leading Singularities via the Amplituhedron
Ömer Gürdoğan, Matteo Parisi
[arXiv:2005.07154], accepted in ANNALES DE L’INSTITUT HENRI POINCARÉ D -
- Combinatorics, Physics and their Interactions. -
Positive Geometries and Differential Forms with Non-Logarithmic Singularities I
Paolo Benincasa, Matteo Parisi
[arXiv:2005.03612], J. High Energ. Phys. 2020, 23 (2020). -
Triangulations and Canonical Forms of Amplituhedra: a fiber-based approach beyond polytopes
Fatemeh Mohammadi, Leonid Monin, and Matteo Parisi
[arXiv:2010.07254]. -
Cluster Adjacency for m=2 Yangian Invariants
Tomasz Lukowski, Matteo Parisi, Marcus Spradlin, Anastasia Volovich
[arXiv:1908.07618], J. High Energ. Phys. 2019, 158 (2019) -
The Momentum Amplituhedron
David Damgaard, Livia Ferro, Tomasz Lukowski, Matteo Parisi
[arXiv:1905.04216], J. High Energ. Phys. (2019) 2019: 42 - Amplituhedron meets Jeffrey-Kirwan Residue
Livia Ferro, Tomasz Lukowski, Matteo Parisi
[arXiv:1805.01301], J.Phys. A52 (2018) no.4, 045201 - Yangian Symmetry for the Tree Amplituhedron
Livia Ferro, Tomasz Lukowski, Andrea Orta, Matteo Parisi
[arXiv:1612.04378], J.Phys. A50 (2017) no.29, 294005 - Towards the Amplituhedron Volume
Livia Ferro, Tomasz Lukowski, Andrea Orta, Matteo Parisi
[arXiv:1512.04954], JHEP 1603 (2016) 014 - Tree-level scattering amplitudes from the amplituhedron
Livia Ferro, Tomasz Lukowski, Andrea Orta, Matteo Parisi
[arXiv:1612.06276], J.Phys.Conf.Ser. 841 (2017) no.1, 012037