The first part of the talk is centered around understanding and utilizing high-dimensional light, also known as structured light. The second part of the talk is to introduce Meta’s vision and efforts to empower people to connect with each other and the world around them.

In this talk, I will discuss the bottom-up fabrication of robust organic quantum corrals, as well as periodic quantum corrals (eg. molecular superlattices) with flat bands.

In this colloquium, I will discuss the profound implications of these correlations, along with a number of other simple observations linking the (magneto) transport properties of cuprates with their corresponding superconducting properties.

Prof. LIU Qigui has had extensive research experience in finance and related areas. Over the past few years, he has published 30 papers in reputable finance, accounting and economics journals.

ln this talk, I will share my groups efforts to use light to expand the reactivity profile of enzymes.

We will discuss how to translate some of the combinatorical invariants into the geometric ones, and the application of intersection cohomology groups in solving combinatorical problems.

In this talk, I will introduce the reconstructed discontinuous approximation (RDA) method for solving second-order elliptic problem with an efficient preconditioner.

The lecture will be centerd on these two aspects: from almost nothing to fields medal, and academic exchange between China and Korea in mathematics.

Ivan Fesenko was the winner of 1979 all-Russian mathematical Olympiad of high school students and of 1992 Prize of Petersburg Math Society. He works as professor in Westlake University.

Please join us to the BBMl distinguished lecture series to learn how an immune checkpoint pathway can be used to regulate pain, opioid anesthesia, and cognition.

This paper explores the group structure in large dimensional approximate factor models, which portrays homogeneous effects of the common factors on the individuals that fall into the same group.

In this talk, we will introduce some rigidity theorems on complete and conformally flat manifolds with help of Q-curvature.

In this talk, I will sketch our proof that Kontsevich's characteristic classes only depend on a formal smooth structure (i.e. a vector bundle structure on the topological tangent bundle).

In this talk, we will first review the resolution of the celebrated Chang-Yang’s conjecture on a sharp Moser-Trudinger type inequality on the two-dimensional sphere.

Dr. Xiaoping Chen is Philip M. Condit Endowed Chair Professor in the Michael G. Foster School of Business, University of Washington.

Prof. Feng's research program aims at understanding cross-talks and regulation of signaling pathways in different cell types in health and disease.

Prof. Ohyun Kwon, with research interests in Chiral Phosphorus Organocatalysis, Deconstructive Radical Chemistry and Natural Products Synthesis, has received Boehringer Ingelheim Green Chemistry Award.

More than a hundred years ago Orr and Sommerfeld conceived an approach to account for the transition from laminar to turbulent flow in terms of hydrodynamic stability theory.

In this course, the fundamentals of international climate change law will be developed.

We focus on the recent result by Wondo-Z regarding the types of infinite time singularities which is for the case of minimal manifolds), extending earlier works by Yashan Zhang and confirming a conjecture by Tosatti.