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Framework completeness of maternal health care system in Beijing and Shanghai: a comparison analysis

• Authors : Zhuang TIAN; Dong-ping MA; Wen-qiang YIN

Subjects: maternal health care; organizational structure; degree of completeness

• Source: Zhongguo gonggong weisheng, Vol 38, Iss 2, Pp 241-245 (2022)

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Completeness of maternal health care system in Beijing and Shanghai: a literature study

• Authors : Zhuang TIAN; Fang YU; Bo-yang LI

Subjects: maternal health care; organization system; degree of completeness

• Source: Zhongguo gonggong weisheng, Vol 38, Iss 1, Pp 110-112 (2022)

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基于流向跟踪和差异度的引黄灌区完备度评价.

• Authors : 冯　峰^1,2 ; 孙　莹³; 冯跃华⁴

• Source: Yellow River. Nov2019, Vol. 41 Issue 11, p173-178. 6p.

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基于半张量积的完备性阈值求解方法.

• Authors : 许海洋^1,2 ; 庄毅¹; 刘振斌²

• Source: Application Research of Computers / Jisuanji Yingyong Yanjiu. Sep2016, Vol. 33 Issue 9, p2641-2644. 4p.

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经皮穿刺加压植入骨棒骨粉椎体成形治疗胸腰椎体压缩性骨折：恢复伤椎结构完整性和稳定性

• Authors : 林玉江¹; 杨利民¹; 杨徤¹

• Source: Chinese Journal of Tissue Engineering Research / Zhongguo Zuzhi Gongcheng Yanjiu. 8/18/2017, Vol. 21 Issue 23, p3670-3675. 6p.

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拓扑学观点下的数学分析知识.

• Authors : 朱超波¹; 马利文²

• Source: Journal of Capital Normal University (Natural Science Edition). Oct2023, Vol. 44 Issue 5, p96-101. 6p.

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利用激光与影像融合优化区域古建筑模型的方法.

• Authors : 徐郡彬¹ ; 宋建平²; 黄小林¹

• Source: Science Technology & Engineering. 2025, Vol. 25 Issue 1, p37-43. 7p.

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Completeness and perturbation of morphology-dependent resonances in dielectric sphere: 介質球中形態關聯共振的完備性及微動性硏究. ; 介質球中形態關聯共振的完備性及微動性硏究 ; CUHK electronic theses & dissertations collection ; Completeness and perturbation of morphology-dependent resonances in dielectric sphere: Jie zhi qiu zhong xing tai guan lian gong zhen de wan bei xing ji wei dong xing yan jiu. ; Jie zhi qiu zhong xing tai guan lian gong zhen de wan bei xing ji wei dong xing yan jiu

• Authors : Pang, Kam Moon.; Chinese University of Hong Kong Graduate School. Division of Physics.

Subjects: Magnetic resonance; Dielectrics; Perturbation (Mathematics)

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基于主机标识符关联的双栈节点 IPv6 地址快速扫描技术.

• Authors : 方亚开¹ ; 张连成²; 郭毅²

• Source: Application Research of Computers / Jisuanji Yingyong Yanjiu. Dec2024, Vol. 41 Issue 12, p3772-3776. 5p.

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Conditions for Bounded Closed and Convex Sets to Have a Unique Completion in Banach Spaces

• Authors : JI Dong-hai; GAO Yue-jie

Subjects: ( K; u) -completeness; completion of sets

• Source: Journal of Harbin University of Science and Technology, Pp 121-126 (2017)

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