Pierrick Bousseau

        ETH-ITS Junior Fellow

        ETH Zürich

              Curriculum Vitae



Research:       Algebraic geometry, curve counting theories (Gromov-Witten, Donaldson-Thomas invariants), tropical geometry, mirror symmetry, deformation quantization,
                        quiver invariants, cluster varieties...

Address:
                        ETH Zurich
                        Institute for Theoretical Studies
                        Clausiusstrasse 47
                        Building CLV
                        8092 Zurich
                        Switzerland

Email:            

Papers

                        1)Tropical refined curve counting from higher genera and lambda classes, published in Inventiones Mathematicae

                        2) The quantum tropical vertex, published in Geometry and Topology

                        3) Quantum mirrors of log Calabi-Yau surfaces and higher genus curve counting, published in Compositio Mathematica

                        4)On an example of quiver DT/relative GW correspondence, published in International Mathematics Research Notices

                        5)Refined floor diagrams from higher genera and lambda classes

                        6) On the log-local principle for the toric boundary, joint with Andrea Brini and Michel van Garrel

                        7) Scattering diagrams, stability conditions, and coherent sheaves on P2

                        8) A proof of N.Takahashi's conjecture for (P2,E) and a refined sheaves/Gromov-Witten correspondence

                        9) Holomorphic anomaly equation for (P2,E) and the Nekrasov-Shatashvili limit of local P2, arxiv version, joint with Honglu Fan, Shuai Guo, and Longting Wu,
                        accepted for publication in Forum of Mathematics, Pi.

                        10) Scattering diagrams, sheaves, and curves, accepted for publication in Acta Mathematica Sinica, English Series

                        11) Real Log Curves in Toric Varieties, Tropical Curves, and Log Welschinger Invariants, joint with Hülya Argüz, accepted for publication in Annales de l'Institut Fourier.

                        12) Strong positivity for the skein algebras of the 4-punctured sphere and of the 1-punctured torus

                        13) Stable maps to Looijenga pairs, joint with Andrea Brini and Michel van Garrel

                        14)Stable maps to Looijenga pairs: orbifold examples, joint with Andrea Brini and Michel van Garrel

                        15) The flow tree formula for Donaldson-Thomas invariants of quivers with potentials, joint with Hülya Argüz
Lecture notes

                        Notes (incomplete) for a four hours lecture series given in Zurich, 20-27 February 2019: Tropical geometry, log geometry and applications to Gromov-Witten theory


PhD thesis
                        PhD thesis


Earlier texts (in French)

                        Master thesis

                        Bachelor thesis

                        TIPE