More about HKUST
23 Mar 2023
Seminar, Lecture, Talk
Department of Mathematics - Seminar on Data Science and Applied Mathematics - Mathematical and Algorithmic Problems in 3-D Reconstruction: Robustness, Computational Bottlenecks and Solutions
The group synchronization problem asks to recover group elements, such as 3-D rotations and permutations, on graph nodes from their relative measurements on graph edges. It has critical applications in 3-D reconstruction and many other tasks in data science.
23 Mar 2023
Seminar, Lecture, Talk
Department of Chemistry Seminar - Atropisomeric Phosphine Ligands: Synergism of C-N Axial Chirality with Relevant N-Coordination and Leverage of π-Arene Walking
Speaker: Professor Fuk Yee (Michael) KWONG
Institution: Department of Chemistry, The Chinese University of Hong Kong
Hosted by: Professors Jianwei SUN and Yangjian QUAN
23 Mar 2023
Seminar, Lecture, Talk
Physics Department - Optical Spectroscopy of Wigner Nano-crystals in 2D Semiconductors
22 Mar 2023
Seminar, Lecture, Talk
Department of Mathematics - Special Colloquium in Mathematics - Quaternionic Analysis, Representation Theory and Physics
Representation theory of infinite-dimensional algebras motivates the present development of quaternionic analysis. We recall the Fueter quaternionic analogue of the Cauchy integral formula and consider its generalizations.
21 Mar 2023
Seminar, Lecture, Talk
Physics Department - Using Anisotropic Strain to Probe Multipolar Order Parameters
20 Mar 2023
Seminar, Lecture, Talk
Department of Mathematics - Seminar on Pure Mathematics - The derived birational geometry of nested quiver varieties
Recently, Jeroen Hekking developed the derived blow-up theory of closed embedding of derived schemes, which generalize the theory of Rydh and Khan of the regular embeddings.
20 Mar 2023
Seminar, Lecture, Talk
Physics Department - Quantum Simulation of Artificial Non-Abelian Gauge Fields Using an Ultracold Gas
17 Mar 2023
Seminar, Lecture, Talk
Department of Mathematics - Seminar on PDE - Rectifiability and uniqueness of blow-ups for points with positive Alt-Caffarelli-Friedman limit
The Alt-Caffarelli-Friedman (ACF) monotonicity formula is an important tool in the study of free boundary problems.
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