Date

Friday, June 6, 2025 - 13:00 to 14:30

Today’s most advanced ion trap quantum computers have at most one qubit per ion, each defined within the ground state manifold. Additional non-qubit ions provide sympathetic cooling to keep the computational ions cold enough to perform many rounds of high-fidelity coherent operations. Typically, the two subsets of ions must be different species to prevent cooling light from disturbing the computation. To bypass this added system complexity, we can instead promote our computational ions to a long-lived excited state that is isolated from the ground-state cooling transitions. This promotion also enables new features including erasure conversion and projective state preparation and cooling. We will discuss two recent efforts to develop this architecture: entangling gates between metastable qubits and mid-circuit sympathetic cooling and readout of a metastable ion by a ground-state ion. Finally, we will take advantage of the larger metastable manifold to explore high-fidelity qudit control.

Date

Wednesday, May 21, 2025 - 14:00 to 15:00

Dr.Salvatore Andrea Lacava, Postdoctoral Fellow at Johns Hopkins Universitity. Language: English

Date

Tuesday, June 3, 2025 - 16:00 to 17:00

Title: Active materials and reactive fluids

Speaker: Prof. Chun Liu (Illinois Institute of Technology)

 

Date

Monday, May 19, 2025 - 16:00

SpeakerNadia Flodgren (Stockholm University)
TitleAn algebraic perspective on the RG flow of φ4-theory at large N
Date and time: 19th May Monday at 16:00
Location: L4E01
Language: English

Date

Tuesday, June 3, 2025 - 14:00 to 15:00

[Speaker] Prof. Giorgio Besagni, Associate Professor, Department of Energy, Politecnico di Milano, Italy

 

 

 

Date

Wednesday, June 4, 2025 - 16:00 to 17:00

Title: Topological regularity of Busemann spaces, Professor Tadashi Fujioka, Kyoto University

Abstract:

We discuss the topological regularity theorem for Busemann spaces of nonpositive curvature, while reviewing the corresponding results for Alexandrov spaces and CAT spaces. All of these are metric spaces with upper or lower curvature bounds in some synthetic senses, and we address the question of when such spaces are topological manifolds. This is joint work with Shijie Gu (Northeastern University, China). Preprint available at arXiv:2504.14455.

ZOOM
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Date

Tuesday, July 29, 2025 - 15:00 to 16:00

Ken Ono, University of Virginia

Title: Partitions Detect Primes

Date

Tuesday, June 3, 2025 - 15:00 to 16:00

Berta Hudak, National Center for Theoretical Sciences, Taipei

Title: Representation theory of the Hu algebras

Date

Tuesday, May 20, 2025 - 14:00 to 15:00

Speaker: Prof. Smarajit Karmakar, Tata Institute of Fundamental Research, India

Date

Tuesday, May 20, 2025 - 15:30

Language: English

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