Chinese Name 柳万民
Email wanminliu (at) gmail.com
Skype wanminliu
Postal Address Box 480, 751 06 Uppsala, Sweden
Office Room 14144, Ångströmlaboratoriet, Plan 4, Hus 1, (Lägerhyddsvägen 1), Uppsala University.
About Me
I am a Researcher at the Department of Mathematics of Uppsala University. I was a research fellow at the IBS Center for Geometry and Physics during 2015 Dec – 2018 Nov. I received my PhD from the Hong Kong University of Science and Technology (HKUST) in 2015, under the guidance of Prof WeiPing Li.
Curriculum Vitae (2020 Feb) / PDF
Research
My research area is Algebraic Geometry. My research interests include Bridgeland stability conditions, moduli space, derived category, birational geometry, counting invariants and wallcrossing.
 Bridgeland stability condition – new aspects to symmetry and classification
 Bridgelands stabilitetsvillkor – nya aspekter av symmetri och klassificering
Teaching
 2020 Fall, Linear Algebra II (1MA024), Timetable of Programme E3 and Timetable of Programme X2.A. Zoom Links of lectures are available via login Studium.
 2020 Spring, supervise a undergraduate student: Patrik Deigård, Liouville’s equation on simply connected domains, Bachelor Thesis (Kandidatarbete), 57 pages, Uppsala University, 2020 June, DiVA, id: diva2:1466472.
 2019 Fall, Differential Geometry (1MA011) for undergraduate students in Uppsala University.
 Textbook: K. Tapp, Differential Geometry of Curves and Surfaces, Springer, 2016, link;
 Lecture Notes.
Papers
 ——, Song Yang, Xun Yu, Classification of full exceptional collections of line bundles on three blowups of P^3, Journal of the Korean Mathematical Society, Vol. 56, No. 2 (2019), 387419, arXiv:1810.06367 [math.AG]. (A previous version, titled by On exceptional collections of line bundles of maximal length on the blowups of P^3, is available at CGP17025, 2017 July.)
 ——, BayerMacrì decomposition on Bridgeland moduli spaces over surfaces, Kyoto Journal of Mathematics, Vol. 58, No. 3 (2018), 595621, arXiv:1501.06397 [math.AG] or CGP16027.
 ——, BayerMacrì decomposition on Bridgeland moduli spaces over surfaces, PhD thesis, (see the PDF for an updated version of the library version).
Preprints

YuWei Fan, Chunyi Li, ——, Yu Qiu, Contractibility of space of stability conditions on the projective plane via global dimension function, arXiv:2001.11984 [math.AG].

——, Jason Lo, Cristian Martinez, FourierMukai transforms and stable sheaves on Weierstrass elliptic surfaces, arXiv:1910.02477 [math.AG].
Talks

Geometry and Mathematical Physics Seminar of USTC, June 4, 2020, Contractibility of space of stability conditions on the projective plane via global dimension function / PDF

StringMath 2019, Gong Show Talk, FourierMukai transforms of slope stable torsionfree sheaves on Weierstrass elliptic surfaces / PDF; and a Poster / PDF

Who is Who in Mirror Symmetry, May 27  June 1, 2019, FourierMukai transforms of slope stable torsionfree sheaves on Weierstrass elliptic surfaces, YouTube Video and an interesting Poster / PDF
Seminars
 Online Seminars;
 UU Geometry and Topology Seminar, Wed 14:15–16:15;
 UU Algebra and Geometry Seminar, Tue 15:15–17:00;
 UU Geometry and Physics Seminar;
 KTH & SU Algebra and Geometry Seminar;
 Chalmers/GU Algebraic Geometry and Number Theory Seminar
Others
 Classification of full exceptianl collection of line bundles (of FINITE type) on the blowup of P^7 at a point
 Notes on Maps in the Homotopy Category of dgCategories / PDF, CGP Derived seminar on Bertrand Toën’s Lecture on DGcategories, 2017.
 THE RISING SEA: Foundations of Algebraic Geometry – an HTML version of Ravi Vakil’s book
The purpose of the HTML version (via the tool pdf2htmlEX) is for a quick preview of the book without downloading the whole PDF. The PDF is available at http://math.stanford.edu/~vakil/216blog/index.html under the Creative Commons AttributionNonCommercialNoDerivs 3.0 License.

LaTeX tutorial 2012 (see also PDF)
 pdf2htmlEX – Convert PDF to HTML without losing text or format.
 Talk on TUG2013: Online publishing via pdf2htmlEX HTML / PDF
More Links
(Last modified: Aug 31, 2020)