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Study on the Application of Nursing Safety Management in the Perioperative Period of Patients Undergoing Gynecologic Third and Fourth Grade Operations
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作者 DUAN Lixia 《外文科技期刊数据库(文摘版)医药卫生》 2021年第4期518-522,共5页
Objective: to study the application of nursing safety management in the perioperative period of patients undergoing gynecologic third and fourth grade operations. Methods: 84 patients included in this study were all g... Objective: to study the application of nursing safety management in the perioperative period of patients undergoing gynecologic third and fourth grade operations. Methods: 84 patients included in this study were all gynecological patients with grade 3 and 4 surgery admitted in our hospital from October 2019 to November 2020. According to the patient care plan, they were divided into the reference group (n = 42, routine care) and the research group (n = 42, nursing safety management) to compare the effect of nursing application. Results: the incidence of complications and nursing errors were compared between the two groups. The data showed that the incidence rates of complications and nursing errors in the reference group were 11.90% and 14.29% respectively, and that in the research group were 4.76% and 0 respectively, with the result comparison P < 0.05. Comparing the two groups of nursing satisfaction, the data results showed that the reference group was 80.95% and the research group was 95.24%, the result comparison was P < 0.05. Conclusion: the application value of nursing safety management in the perioperative period of patients undergoing gynecologic third and fourth grade surgery is high, which can improve nursing satisfaction, reduce complications and nursing error rate, and is worthy of promotion and use. 展开更多
关键词 nursing safety management department of gynaecology third and fourth grade operation perioperativ
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Differential Graded Structures on Path Categories
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作者 Fang Li Dezhan Tan 《Algebra Colloquium》 SCIE CSCD 2015年第4期677-686,共10页
In this paper, we consider the graded path category associated to a quiver. We investigate all n-differentials on such a category, and also study the associated graded Lie algebra. Moreover, a necessary and sufficient... In this paper, we consider the graded path category associated to a quiver. We investigate all n-differentials on such a category, and also study the associated graded Lie algebra. Moreover, a necessary and sufficient condition is given for the graded path categorv to admit a DG category structure. 展开更多
关键词 QUIVER path category graded differential operator graded Lie algebra dif-ferential graded category
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