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Bing-Sheng Lin

Observed names: BINGSHENG LIN, Bing-sheng Lin, Bingsheng Lin, Lin Bing-Sheng, Lin Bingsheng, Lin, Bing-Sheng
ORCID: 0000-0003-0672-0175
Observed ORCID: 0000-0003-0672-0175
OpenAlex ID: A5070845266
Deformed squeezed states in noncommutative phase space
2008 · Bingsheng Lin, Sicong Jing · Physics Letters A · 18
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A new kind of representations on noncommutative phase space
2008 · Sicong Jing, Bingsheng Lin · Physics Letters A · 14
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Energy Spectra of the Harmonic Oscillator in a Generalized Noncommutative Phase Space of Arbitrary Dimension
2011 · Bing-Sheng Lin, Tai-Hua Heng · Chinese Physics Letters · 9
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Quantum Field Theory with a Minimal Length Induced from Noncommutative Space
2014 · Bing-Sheng Lin, Tai-Hua Heng, et al. · Communications in Theoretical Physics · 7
Wigner Functions for the Bateman System on Noncommutative Phase Space
2010 · Heng Tai-Hua, Lin Bing-Sheng, et al. · Chinese Physics Letters · 6
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Wigner Functions for Non-Hamiltonian Systems on Noncommutative Space
2008 · Heng Tai-Hua, Lin Bing-Sheng, et al. · Chinese Physics Letters · 6
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A diagrammatic categorification of q -boson and q -fermion algebras
2012 · Li-Qiang Cai, Bing-Sheng Lin, et al. · Chinese Physics B · 5
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A Relation of the Noncommutative Parameters in Generalized Noncommutative Phase Space
2016 · Bing-Sheng Lin, Tai-Hua Heng · Chinese Physics Letters · 4
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A Categorification of the Boson Oscillator
2012 · Bing-Sheng Lin, Ke Wu · Communications in Theoretical Physics · 4
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3 A diagrammatic categorification of the fermion algebra
2014 · Bing-sheng Lin, Zhi-xi Wang, et al. · 3
Connes spectral distance and nonlocality of generalized noncommutative phase spaces
2022 · Bing-Sheng Lin, Tai-Hua Heng · The European Physical Journal Plus · 2
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Connes distance of 2D harmonic oscillators in quantum phase space*
2021 · Bing-Sheng Lin, Tai-Hua Heng · Chinese Physics B · 1
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A Groupoidification of the Fermion Algebra
2017 · Wei Chen, Bingsheng Lin · International Journal of Theoretical Physics · 1
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A diagrammatic approach to the categorical coherent state
2013 · Wei Chen, Bing-Sheng Lin · Journal of Mathematical Physics · 1
Deformed Boson Algebra and Projection Operator of Vacuum in Noncommutative Phase Space
2009 · BINGSHENG LIN, YONG GUAN, et al. · Modern Physics Letters A · 1
Connes spectral distance on twisted fuzzy torus
2026 · You, Zhi-Kang, Lin, Bing-Sheng · arXiv (Cornell University)
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A note on unitary invariance of Connes spectral distances of quantum states
2026 · Lin, Bing-Sheng, Wang, Ji-Hong, et al. · arXiv (Cornell University)
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Connes spectral distances, quantum discord and coherence of qubits
2026 · Bing-Sheng Lin, Zi-Hao Xu, et al. · Physica Scripta
Curvature, area and Gauss–Bonnet formula of the Moyal sphere
2025 · Han-Liang Chen, Bing-Sheng Lin · Journal of Mathematical Physics
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Deformation quantization for systems with second-class constraints in deformed fermionic phase space
2022 · Bingsheng Lin, Taihua Heng · Modern Physics Letters A
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Quantum entropy and induced entanglement of harmonic oscillators in noncommutative phase space
2018 · Bing-Sheng Lin, Jian Xu, et al. · arXiv (Cornell University)
一般化された非可換位相空間における非可換パラメータの関係【Powered by NICT】
2016 · Lin Bingsheng, Heng Taihua · Chinese Physics Letters
A Note on Wigner Functions and *-Genvalue Equation
2009 · Jing Si-Cong, Lin Bing-Sheng · Communications in Theoretical Physics
Wigner関数と*‐Genvalue方程式【Powered by NICT】
2009 · Sicong Jing, Bing-Sheng Lin · Communications in Theoretical Physics
A New Type of Seiberg–Witten Map and Its Application
2008 · Guan Yong, Lin Bing-Sheng, et al. · Communications in Theoretical Physics
Works count: 25
Citation count: 82
H-index: 6
I10-index: 2
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