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20152023
most citedDouble-bosonization and Majid's conjecture, (I): rank-induction of

11 citations · 27 across the 5 of their papers we have counts for

collaborators

5 papers

eess.AS2023★ 7 cited

Computationally-efficient and perceptually-motivated rendering of diffuse reflections in room acoustics simulation

Stephan D. Ewert, Nico Gößling, Oliver Buttler +2

Geometrical acoustics is well suited for simulating room reverberation in interactive real-time applications. While the image source model (ISM) is exceptionally fast, the restrict…

math.QA2016★ 1 cited

Double-bosonization and Majid's Conjecture, (III): type-crossing and inductions of and ,

Hongmei Hu, Naihong Hu

Double-bosonization construction in Majid \cite{majid1} is expectedly allowed to generate a tree of quantum groups. Some main branches of the tree in \cite{HH1, HH2} have been depi…

math.QA2015★ 3 cited

Double-bosonization and Majid's Conjecture, (II): cases of irregular -matrices and type-crossings of ,

Hongmei Hu, Naihong Hu

The purpose of the paper is to build up the related theory of weakly quasitriangular dual pairs suitably for non-standard -matrices (irregular), and establish the generalized do…

math.QA2015★ 5 cited

Double-bosonization and Majid's Conjecture, (IV): Type-Crossings from to

Hongmei Hu, Naihong Hu

Both in Majid's double-bosonization theory and in Rosso's quantum shuffle theory, the rank-inductive and type-crossing construction for 's is still a remaining op…

math.QA2015★ 11 cited

Double-bosonization and Majid's conjecture, (I): rank-induction of

Hongmei Hu, Naihong Hu

Majid developed in \cite{majid3} his double-bosonization theory to construct and expected to generate inductively not just a line but a tree of quantum groups st…