Elliptic Genera and the Geometry of Loop Spaces, talk by E. Lupercio
Ernesto Lupercio(IMI-BAS)
Friday, June 13, room 403, IMI-BAS. 16:00
Ernesto Lupercio(IMI-BAS)
Friday, June 13, room 403, IMI-BAS. 16:00
In this workshop we will feature new recent results on Arnold's conjecture and consider some new approaches. The workshop will be held 16-17 August 2025, in Hall 403 of the Institute of Mathematics and Informatics, Sofia.
This conference surveys new achievements in Geometry. The conference will be held 11-14 August 2025, in Grand Hotel & Spa Primoretz, Burgas City.
This is a traditional conference celebrating the collaboration between many institutes in USA, Latin America, Asia and Europe included in the Institute of the Mathematical Sciences of the Americas Consortium (IMSAC). The conference will be held August 7-9, 2025, in Hall 403 of the Institute of Mathematics and Informatics, Sofia.
Ernesto Lupercio(IMI-BAS)
Friday, June 6, room 403, IMI-BAS. 16:00
In this course we will connect the theory of Topological modular forms with classical singularity theory. Other applications will be considered.Ludmil Katzarkov(IMI-BAS)
Friday, June 6, room 403, IMI-BAS. 15:00
We will make a connection between classical minimal model program and newly introduced theory of atoms.Series of lectures by Peter Dalakov (IMI-BAS and AUBG)
June 3, 6, 10, 13 2025, room 403, IMI-BAS. 14:00
Milan Zlatanovic (University of Niš)
Tuesday, May 13, room 403, IMI-BAS. 14:00
The goal of the conference is to bring together world-renowned and early-career researchers working in the field of algebraic geometry, low-dimensional topology, complex geometry and commutative algebra and foster discussions around singularities in topology, metric geometry, algebraic geometry, dynamical systems and mirror symmetry. The meeting also seeks to provide an opportunity for young scholars from Eastern Europe to engage with cutting edge research in the area.
Lecture Outline 1. Introduction to Binary Quadratic Forms and Conway’s Topographs We will begin with the basics of binary quadratic forms and their classification, followed by an introduction to Conway’s topographs—a visual and geometric framework for understanding them. Lecture Outline 2. Class Number Formula and Summation over Topographs Building on the first lecture, we will explore the class number formula and how summation identities arise naturally from the structure of topographs. Lecture Outline 3. Evaluation of Lattice Sums via Telescoping over Topographs The final lecture will focus on telescoping techniques, demonstrating how they can be used to evaluate intricate lattice sums—such as the one above—with geometric meaning.