Mathematics Colloquium
Mikhael Gromov, IHES, Paris, France
Perspectives in Scalar Curvature (Abstract)
Wednesday, May 3, 2023, 16:00-17:00 (Online)
More info:
https://math.ipm.ac.ir/

The Workshop on Where Mathematics Comes From
May 15, 2023
School of Mathematics, IPM
More info:
https://math.ipm.ac.ir/

Meysam Nassiri (IPM)

Title: On Stable Ergodicity

Date and Time: Thursday, June 22, 2023 (1 Tir 1402)
11:00 - 12:00 am

Venue Link: https://vroom.ui.ac.ir/b/sae-iun-jwo-e9x

فراخوان شهریور ماه 1402 دوره پسادکتری
پژوهشکده ریاضیات
جهت کسب اطلاعات بیشتر و ثبت تقاضا به لینک ذیل مراجعه نمایید:
http://math.ipm.ac.ir

نوزدهمین سمینار جبرجابه جایی و مباحث مربوطه
11 و 12 بهمن ماه 1402
جهت اطلاع بیشتر به لینک ذیل مراجعه کنید:
http://math.ipm.ac.ir

وبینارهای هفتگی جبرجابه جایی در مهر ماه 1402

Mathematics Colloquium
How to Construct Free Boundary Problems from Simple Optimization Problems

Behrouz Emamizadeh, University of Nottingham Ningbo China (UNNC)


27 SEP 2023
16:00 - 17:00

A Long-Term Program on Algebraic Geometry and Number Theory
School of Mathematics, IPM
جهت کسب اطلاعات بیشتر به لینک ذیل مراجعه نمایید:
http://hedayatzadeh.info/aag/courses/program

فراخوان شهریور ماه 1402 دوره پسادکتری
پژوهشکده ریاضیات
جهت کسب اطلاعات بیشتر و ثبت تقاضا به لینک ذیل مراجعه نمایید:
http://math.ipm.ac.ir

A Long-Term Program on Algebraic Geometry and Number Theory
School of Mathematics, IPM
جهت کسب اطلاعات بیشتر به لینک ذیل مراجعه نمایید:
http://hedayatzadeh.info/aag/courses/program

تاریخ فراخوان شهریور ماه پسادکتری در پژوهشکده ریاضیات تا تاریخ 30 مهر ماه 1402 تمدید شد. جهت ثبت تقاضا و اطلاعات بیشتر به سایت پژوهشکده به آدرس math.ipm.ir مراجعه نمایید.

Algebraic Geometry Biweekly Webinar

Title:
Algebraic Varieties in Quantum Chemistry
Speaker:
Bernd Sturmfels, Max Planck Institute for Mathematics in the Sciences, Leipzig (Germany) & University of California, Berkeley (US)
Date and Time:
18 OCT 2023, 17:30 - 19:00

Abstract:
We discuss the algebraic geometry behind coupled cluster (CC) theory of quantum many-body systems. The high-dimensional eigenvalue problems that encode the electronic Schroedinger equation are approximated by a hierarchy of polynomial systems at various levels of truncation. The exponential parametrization of the eigenstates gives rise to truncation varieties. These generalize Grassmannians in their Pluecker embedding. We explain how to derive Hamiltonians, we offer a detailed study of truncation varieties and their CC degrees, and we present the state of the art in solving the CC equations. This is joint work with Fabian Faulstich and Svala Sverrisdóttir.

https://zoom.us/join
Meeting ID: 9086116889
Passcode: 362880
Venue: (Online)