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Some norm inequalities for commutators of contracted tensor products Journal article
LINEAR ALGEBRA AND ITS APPLICATIONS, 2018,Volume: 540,Page: 244-256
Authors:  Xie, Ze-Jia;  Cheng, Che-Man;  Jin, Xiao-Qing
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Contracted Product  Matricization  Tensor  Norm Inequality  Commutator  
Some sharp bounds for the commutator of real matrices Journal article
LINEAR ALGEBRA AND ITS APPLICATIONS, 2017,Volume: 521,Page: 263-282
Authors:  Cheng, Che-Man;  Liang, Yaru
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Schatten P-norm  Commutator  Norm Inequality  
On Schatten p-norms of commutators Journal article
Linear Algebra and Its Applications, 2015,Volume: 484,Page: 409-434
Authors:  Che-Man Cheng;  Chunyu Lei
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Commutator  Norm Inequality  Schatten P-norm  
Spectral radius, numerical radius, and the product of operators Journal article
Journal of Mathematical Analysis and Applications, 2015,Volume: 423,Issue: 1,Page: 639-645
Authors:  Rahim Alizadeh;  Mohammad B.Asadi;  Che-Man Cheng;  Wanli Hong;  Chi-Kwong Li
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Numerical Radius  Product Of Operators  Spectral Radius  
A survey on the böttcher-wenzel conjecture and related problems Journal article
Operators and Matrices, 2015,Volume: 9,Issue: 3,Page: 659-673
Authors:  CHE-MAN CHENG;  XIAO-QING JIN;  SEAK-WENG VONG
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Böttcher-wenzel Conjecture  Commutator Of Two Matrices  Frobenius Norm  
A note on numerical range and product of matrices Journal article
Linear Algebra and Its Applications, 2013,Volume: 438,Issue: 7,Page: 3139-3143
Authors:  Che-Man Cheng;  Yuan Gao
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Numerical Range  Spectrum  
On some norm inequalities involving the commutator and XY - YXT Journal article
Linear Algebra and Its Applications, 2013,Volume: 438,Issue: 6,Page: 2793-2807
Authors:  Che-Man Cheng;  Kin-Sio Fong;  Weng-Fai Lei
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Norm Inequality  Commutator  
A note on the norm of the commutator and the norm of XY-YXT Journal article
Linear Algebra and Its Applications, 2011,Volume: 435,Issue: 6,Page: 1193-1201
Authors:  Kin-Sio Fong;  Io-Kei Lok;  Che-Man Cheng
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Commutator  Ky Fan Norm  Norm Inequalities  Schatten Norm  
Another Proof for Commutators with Maximal Frobenius Norm Book chapter
出自: Recent Advances in Scientific Computing and Matrix Analysis:International Press, 2011, 页码: 9-14
Authors:  Che-man Cheng;  Kin-sio Fong;  Io-kei Lok
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Another unitarily invariant norm attaining the minimum norm bound for commutators Journal article
Linear Algebra and Its Applications, 2010,Volume: 433,Issue: 11-12,Page: 1793-1797
Authors:  Kin-Sio Fong;  Che-Man Cheng;  Io-Kei Lok
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Commutator  Norm Inequality  Unitarily Invariant Norm