Thematic Einstein Semester on

Algebraic Geometry

Varieties, Polyhedra, Computation

Winter Semester 2019/2020

Scope

In Berlin in the winter semester 2019/2020 there will be a programme dedicated to algebraic geometry and organised within the framework of the Berlin Mathematics Research Center MATH+ and supported by the Einstein Foundation Berlin. The semester is devoted to interactions of algebraic geometry with other fields as well as applications with a potential impact from/on algebraic geometric methods.

Activities

The special semester features a fall school, and an opening conference and many other activities. Researchers (in particular those in MATH+) who wish to suggest additional activities are welcome to contact one of the organisers.

related: Randomness and Learning in Non-Linear Algebra

The summer school will be held at the Max Planck Institute for Mathematics in the Science, Leipzig from the 1st to the 4th of July 2019.

related: Complexity of numerical computation

The conference will be held at Berlin-Brandenburgische Akademie der Wissenschaften from the 19th to the 23rd of August 2019.

related: Real Applied Algebraic Geometry

The workshop will be held at TU Berlin from the 19th to the 20th of September 2019.

Fall School

The fall school will be held in Arnimallee 3 (Room SR 019 and SR 024) at Freie Universität Berlin from the 30th of September 2019 to the 4th of October 2019.

Opening Conference

The opening conference will be held in Arnimallee 22 (Room HS A) at Freie Universität Berlin from the 7th to the 11th of October 2019.

Winter Semester 2019/2020 courses at FU

Varieties, Polyhedra, Computation - Fall School
Varieties, Polyhedra, Computation - Opening Conference
Algorithmic Algebraic Geometry
Numerical Algebraic Geometry with Julia

related: Buildings, Varieties, and Applications

The workshop will be held at the Max Planck Institute for Mathematics in the Science (Leipzig) from the11th to the 13th of November 2019.

Organisers

Peter Bürgisser (TU Berlin)
Gavril Farkas (HU Berlin)
Christian Haase (FU Berlin)