11 citations · 49 across the 16 of their papers we have counts for
18 papers
Machine learning approaches for Kuramoto coupled oscillator systems
Je Ung Song, K. Choi, B. Kahng
Recently, there has been significant advancement in the machine learning (ML) approach and its application to diverse systems ranging from complex to quantum systems. As one of suc…
Construction of a -algebraic quantum groupoid from a weak multiplier Hopf algebra
Byung-Jay Kahng
Van Daele and Wang developed a purely algebraic notion of weak multiplier Hopf algebras, which extends the notions of Hopf algebras, multiplier Hopf algebras, and weak Hopf algebra…
Multiplicative partial isometries, manageability, and C*-algebraic quantum groupoids
Byung-Jay Kahng
Generalizing the notion of a multiplicative unitary (in the sense of Baaj-Skandalis), which plays a fundamental role in the theory of locally compact quantum groups, we develop in…
A class of C*-algebraic locally compact quantum groupoids Part II: Main theory
Byung-Jay Kahng, Alfons Van Daele
This is Part II in our multi-part series of papers developing the theory of a subclass of locally compact quantum groupoids ("quantum groupoids of separable type"), based on the pu…
A class of C*-algebraic locally compact quantum groupoids Part I. Motivation and definition
Byung-Jay Kahng, Alfons Van Daele
In this series of papers, we develop the theory of a class of locally compact quantum groupoids, which is motivated by the purely algebraic notion of weak multiplier Hopf algebras.…
Separability idempotents in C*-algebras
Byung-Jay Kahng, Alfons Van Daele
In this paper, we study the notion of a separability idempotent in the C*-algebra framework. This is analogous to the notion in the purely algebraic setting, typically considered i…