萨顿的新人文主义及其意义

萨顿提出的新人文主义观,分析批判了科学与人文的分裂对立,指出科学人性化是科学与人文融合的方法,其人性化的科学现有利于我们今天深度解读、审视医学的人性化,张扬价值理性,在实践中克服目前医学异化的倾向,开掘医学和人文融合的路径,实现医学人性化的真正回归。     

Semi De Morgan Logic Properly Displayed

Studia Logica - In the present paper, we endow semi De Morgan logic and a family of its axiomatic extensions with proper multi-type display calculi which are sound, complete, conservative, and...     

《公羊传》“以义解经”的意图探析

一般史家眼中的《春秋》是一部简单的历史著作,可公羊家视阈中的《春秋》却是蕴涵“微言大义”的经学宝典。《公羊传》“以义解经”,以为“义”之所在可从作者意图、文本意图和读者意图来窥探。一方面《公羊传》有还原倾向,旨在探求作者意图和文本意图,表现为尊圣宗经原道;另一方面又有生成倾向,多“非常异义可怪之论”,旨在阐述自己的政治、历史、道德理想。     

Sequent Calculi for Semi-De Morgan and De Morgan Algebras

A contraction-free and cut-free sequent calculus \(\mathsf {G3SDM}\) for semi-De Morgan algebras, and a structural-rule-free and single-succedent sequent calculus \(\mathsf {G3DM}\) for De Morgan algebras are developed. The cut rule is admissible in both sequent calculi. Both calculi enjoy the decidability and Craig interpolation. The sequent calculi are applied to prove some embedding theorems: \(\mathsf {G3DM}\) is embedded into \(\mathsf {G3SDM}\) via Gödel–Gentzen translation. \(\mathsf {G3DM}\) is embedded into a sequent calculus for classical propositional logic. \(\mathsf {G3SDM}\) is embedded into the sequent calculus \(\mathsf {G3ip}\) for intuitionistic propositional logic.     

心、脑科学与医学人道主义价值观

当今,心、脑科学的研究进展及成果极大支持了科学的医学人道主价值观应当以正确认识、把握、运用脑模式科学假说为基础的观点.试从意识的本质、医学人道价值观的机制、与价值相关的医者心灵的自我控制和意志自由等三个方面探讨心、脑科学同医学实践中的医学人道价值观的关系.     

A Computationally Efficient State Space Approach to Estimating Multilevel Regression Models and Multilevel Confirmatory Factor Models

Although the state space approach for estimating multilevel regression models has been well established for decades in the time series literature, it does not receive much attention from educational and psychological researchers. In this article, we (a) introduce the state space approach for estimating multilevel regression models and (b) extend the state space approach for estimating multilevel factor models. A brief outline of the state space formulation is provided and then state space forms for univariate and multivariate multilevel regression models, and a multilevel confirmatory factor model, are illustrated. The utility of the state space approach is demonstrated with either a simulated or real example for each multilevel model. It is concluded that the results from the state space approach are essentially identical to those from specialized multilevel regression modeling and structural equation modeling software. More importantly, the state space approach offers researchers a computationally more efficient alternative to fit multilevel regression models with a large number of Level 1 units within each Level 2 unit or a large number of observations on each subject in a longitudinal study.     

大型综合性医院手术室统筹及加快周转的措施

科学的统筹规划、紧凑有序的接台管理,能够更好地服务患者,提高医院工作效率。探索大型综合性医院手术室合理有效地安排手术、加快手术周转的措施。讨论如何有效利用手术室的物资和人力资源,进行全盘科学的筹划,抓住关键环节,合理安排工序。进而成功破除制约手术科室的瓶颈,大大提高了手术科室的效率。     

实现医学整合,满足门诊患者新需求——“一站式”多学科综合门诊

为了在门诊落实"一切以病人为中心"的服务理念,通过调查、了解病人的需求,改变传统的就医模式,将多学科整合,推出创新的"一站式"多学科综合门诊。改善了就诊流程,简化了就诊手续,对疑难杂症提供全方位、多学科综合诊疗,同时缩短患者就诊等候时间和多次往返各门诊的不便,减少就诊环节,实现医学整合,满足患者需求。     

Using SAS PROC TCALIS for multigroup structural equation modelling with mean structures

Multigroup structural equation modelling (SEM) is a technique frequently used to evaluate measurement invariance in social and behavioural science research. Before version 9.2, SAS was incapable of handling multigroup SEM. However, this limitation is resolved in PROC TCALIS in SAS 9.2. For the purpose of illustration, this paper provides a step-by-step guide to programming the tests of measurement invariance and partial invariance using PROC TCALIS for multigroup SEM with mean structures. Fit indices and parameter estimates are validated, thus providing an alternative tool for researchers conducting both applied and simulated studies. Other new features (e.g., different types of modelling languages and estimation methods) and limitations (e.g., ordered-categorical SEM and multilevel SEM) of the TCALIS procedure are also briefly discussed.     

斯腾伯格思维风格理论述评

通过对传统学校教育弊端的分析,引入了斯腾伯格的“思维风格”理论,即三个层面上13种不同风格的心理自我管理理论,同时阐述了该理论与智力的关系,以及对学校教学改革的影响。我们通过保存多种风格形式,提升学校教学和评估环爷,将多种教育方式匹配于不同的风格类型,并积极教授之来实现对传统教学体制的改革。