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20132022
most citedNormalized solutions to a class of Kirchhoff equations with Sobolev critical exponent

2 citations · 6 across the 9 of their papers we have counts for

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9 papers · 1 filter

math.RA2022

Braided crossed category over crossed group-cograded weak Hopf quasigroups

Huili Liu, Lingli Zhu, Tao Yang

In this paper, we generalizing the main result in Liu[10] to weak Hopf coquasigroups case. We first define and study group-cograded weak Hopf quasigroups, which generalize both gro…

math.RA2021

On the tensor product of two oriented quantum algebras

Tianshui Ma, Haiyang Yang, Tao Yang

In this paper, we give the oriented quantum algebra (abbr. OQA) structures on the tensor product of two different OQAs by using Chen's weak -matrix in [J. Algebra 204…

math.RA2020

Multiplier Hopf coquasigroups with faithful integrals

Tao Yang

Let be a multiplier Hopf coquasigroup. If the faithful integrals exist, then they are unique up to scalar. Furthermore, if is of discrete type, then its integral duality $\…

math.RA20201 cited

Integral Dual of some infinite dimensional Hopf quasigroups

Tao Yang

For an infinite dimensional Hopf quasigroup, if the faithful integral exists, then it is unique up to scalar. Base on the faithful integrals, we construct the integral dual of a cl…

math.RA2018

A Class of Quasitriangular Group-cograded Multiplier Hopf Algebras

Tao Yang, Xuan Zhou, Haixin Zhu

For a multiplier Hopf algebra pairing , we construct a class of group-cograded multiplier Hopf algebras , generalizing the classical construction of f…

math.RA2017

The cointegral theory of weak multiplier Hopf algebras

Nan Zhou, Tao Yang

In this paper, we introduce and study the notion of cointegrals in a weak multiplier Hopf algebras . A cointegral is a non-zero element in the multiplier algebra