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institution

Shandong Institute of Business and Technology

China

25 papers here196 citations across 25
fields
  • quant-ph5
  • cs.CV4
  • math.QA4
  • cs.IT2
  • eess.IV2
  • math.CO2
  • math.RA2
  • cs.DM1
ROR 03rrkrc24OpenAlex

affiliations via OpenAlex

output
20052026
most citedLie bialgebras of generalized Witt type

56 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

  • Guang’ai Song6 · h 7
  • Yu-cai Su6 · h 27
  • B. Shao5 · h 22
  • Hai Li5 · h 8
  • J. Zou5 · h 19
  • Jinjiang Li3 · h 30
  • Bao-Ming Xu2 · h 12
  • Chengming Wang2 · h 2
  • Fan Zhang2 profiles2 · h 56
  • Guangwen Li2 · h 3
  • Guihai Yu2 · h 22
  • Guodong Fan2 · h 5
collaborating institutions
  • University of Science and Technology of ChinaCN6 papers
  • Beijing Institute of TechnologyCN5 papers
  • Shanghai Jiao Tong UniversityCN4 papers
  • Qufu Normal UniversityCN3 papers
  • Binzhou Medical UniversityCN2 papers
  • Central South UniversityCN2 papers
  • Chinese Academy of SciencesCN2 papers
  • Fuzhou UniversityCN2 papers
  • Harbin Institute of TechnologyCN2 papers
  • Inner Mongolia UniversityCN2 papers
  • Shandong University of AeronauticsCN2 papers
  • Tongji UniversityCN2 papers
Showing math.RAShow all

2 papers · 1 filter

math.RA2014

Simple Deformed Witt Algebras

Guang'ai Song, Chunguang Xia

For any factorization domain A and an algebra endomorphism σ of A, there exists a non-associative algebra (A,σ,[⋅,⋅]) with multiplication satisfyin…

math.RA2006★ 12 cited

Hamiltonian type Lie bialgebras

Bin Xin, Guang'ai Song, Yucai Su

We first prove that, for any generalized Hamiltonian type Lie algebra L, the first cohomology group H1(L,L⊗L) is trivial. We then show that all Lie bialgebra structure…

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