Einführung in die konvexe Analysis in WS2021/2022

Dozent: Prof. Guofang Wang

Assistentin: Ksenia Fedosova

Sprechstunden: Ksenia Fedosova: nach Vereinbarung

Proseminar

Mi 16-18, HS II, Albertstr. 23b

(Wenn jemand Online-Vortrag geben möchte, soll sie/er bei uns melden)

Literatur

J.-B. Hiriart-Urruty, C. Lemarechal, Fundamentals of Convex Analysis, Springer.

Vorträge

  • 1) 20.10.2021, M.U., Kapitel A1: Generalities. (online)

  • 2) 27.10.2021, N.B., Kapitel A2: Convex sets attached to a convex set. (online)

  • 3) 3.11.2021, A.J., Kapitel A3: Projection onto closed convex sets. (online)

  • 4) 10.11.2021, N.H., Kapitel A4: Separation and Applications. (online)

  • 5) 17.11.2021, Ksenia Fedosova, Kapitel A5: Conical approximations of convex sets. (NICHT online)

  • 6) 24.11.2021, L.S., Kapitel B1: Basic definitions and examples. (online)

  • Am 1. Dezember findet kein Seminar statt.

  • 7) 8.12.2021, S.M., Kapitel B2: Functional operations preserving convexity. (online)

  • 8) 15.12.2021, L.K., Kapitel B3: Local and global behaviour of a convex function (online)

  • 9) 22.12.2021, A.W., Kapitel B4: First and second order differentiation. (online)

  • 10) 12.01.2022, P.M., Kapitel C1: Sublinear Functions (online, via Zoom)

  • 11) 19.01.2022, H.C., Kapitel C2: The Support function of a nonempty set (NICHT online) .