23-26 Sep 2017
Herrsching, Germany
Autumn school "Proof and Computation"
Herrsching, Germany, 23rd to 26th September 2017
http://www.mathematik.uni-muenchen.de/~schwicht/pc17.php
An international autumn school "Proof and Computation" will be held from 23rd
to 26th September 2017 at Haus der bayerischen Landwirtschaft Herrsching in
Herrsching near Munich. Its aim is to bring together young researchers in the
field of Foundations of Mathematics, Computer Science and Philosophy.
SCORE
--------------------
- Predicative Foundations
- Constructive Mathematics and Type Theory
- Computation in Higher Types
- Extraction of Programs from Proofs
- Algorithmic Aspects in Financial Mathematics
COURSES
--------------------
- Mark Bickford on Constructive Analysis in NuPrl
- Laura Crosilla on Foundations of Predicative Mathematics
- Hajime Ishihara on Constructive Reverse Mathematics
- Ulrich Kohlenbach on Proof Mining
- Davide Rinaldi on Constructivising Transfinite Algebra
- Andrei Rodin on Foundations of Axiomatic Mathematics
- Gregor Svindland on Algorithmic Aspects in Financial Mathematics
WORKING GROUPS
--------------------
There will be an opportunity to form ad-hoc groups working on specific
projects, but also to discuss in more general terms the vision of constructing
correct programs from proofs.
APPLICATIONS
--------------------
Graduate or PhD students and young postdoctoral researches are invited to
apply. Applications must be accompanied by a letter of recommendation,
preferably from the thesis adviser, and should be sent to Chuangjie Xu
(xu@math.lmu.de).
DEADLINE for applications: **30th May 2017**.
Applicants will be notified by 30th June 2017.
FINANCIAL SUPPORT
--------------------
The workshop is supported by the Udo Keller Stiftung (Hamburg), the CID
(Computing with Infinite Data) programme of the European Commission and a JSPS
core-to-core project. Successful applicants will be offered full-board
accommodation for the days of the autumn school. There are no funds, however,
to reimburse travel or further expenses, which successful applicants will have
to cover otherwise.
Klaus Mainzer
Peter Schuster
Helmut Schwichtenberg
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