Author

Zhang, Zhen-Hua

4 papers·51 citations in this corpus

	Paper	Category
Sep 6, 2024#82409.03315	Possible bound states of Heavy Baryonium and Heavy Dibaryon systems Jing-Juan Qi🇨🇳 · Zhen-Hua Zhang🇨🇳 · Xin-Heng Guo🇨🇳 · Zhen-Yang Wang🇨🇳	↳ hep-ph	PRD	5
Mar 29, 2022#22203.14027	Improved phenomenological nuclear charge radius formulae with kernel ridge regression Jian-Qin Ma · Zhen-Hua Zhang	nucl-th	CPC	39
Sep 10, 2021#22109.04130	Possible antimagnetic rotation bands in $^{100}$ Pd: a particle-number conserving investigation Jian-Qin Ma · Zhen-Hua Zhang	nucl-th	NPA	7
Aug 17, 2021#12108.06501	Systematic investigation of the high-spin structures in the odd-odd nuclei $^{166, 168, 170, 172}$ Re by a particle-number conserving method Zhen-Hua Zhang · Shuo-Yi Liu	nucl-th	NPA	0

Possible bound states of Heavy Baryonium and Heavy Dibaryon systems
Jing-Juan Qi🇨🇳 · Zhen-Hua Zhang🇨🇳 · Xin-Heng Guo🇨🇳 · Zhen-Yang Wang🇨🇳
Sep 6, 2024#8↳ hep-phPRD5 citations
Improved phenomenological nuclear charge radius formulae with kernel ridge regression
Jian-Qin Ma · Zhen-Hua Zhang
Mar 29, 2022#2nucl-thCPC39 citations
Possible antimagnetic rotation bands in $^{100}$ Pd: a particle-number conserving investigation
Jian-Qin Ma · Zhen-Hua Zhang
Sep 10, 2021#2nucl-thNPA7 citations
Systematic investigation of the high-spin structures in the odd-odd nuclei $^{166, 168, 170, 172}$ Re by a particle-number conserving method
Zhen-Hua Zhang · Shuo-Yi Liu
Aug 17, 2021#1nucl-thNPA0 citations

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Zhang, Zhen-Hua

Possible bound states of Heavy Baryonium and Heavy Dibaryon systems

Improved phenomenological nuclear charge radius formulae with kernel ridge regression

Possible antimagnetic rotation bands in 100Pd: a particle-number conserving investigation

Systematic investigation of the high-spin structures in the odd-odd nuclei 166,168,170,172Re by a particle-number conserving method

Possible antimagnetic rotation bands in $^{100}$ Pd: a particle-number conserving investigation

Systematic investigation of the high-spin structures in the odd-odd nuclei $^{166, 168, 170, 172}$ Re by a particle-number conserving method