Is transference the ‘total situation’?

This paper examines through the detailed explication of analytic material the author's experience of a psychoanalytic and a Jungian way of understanding the interactions between him and his patient. This comparative approach considers where the differences lie with respect to timing and content of interpretations and where the differences are essentially tactical rather than theoretical.     

无痛人流不同麻醉的比较

为了更好地实行无痛人流,提高无痛人流的镇痛效果、降低麻醉风险及提高患者满意度,用比较治疗学的理念及方法对目前国内报道的一些主要无痛人流的麻醉方法进行比较和分析。结果发现镇静药丙泊酚与强效镇痛药复合应用于无痛人流安全有效。比较治疗学方法有助于无痛人流不同麻醉的临床抉择。     

A Logic for Reasoning about Relative Similarity

A similarity relation is a reflexive and symmetric binary relation between objects. Similarity is relative: it depends on the set of properties of objects used in determining their similarity or dissimilarity. A multi-modal logical language for reasoning about relative similarities is presented. The modalities correspond semantically to the upper and lower approximations of a set of objects by similarity relations corresponding to all subsets of a given set of properties of objects. A complete deduction system for the language is presented.     

乳晕月牙状切口与传统切口手术治疗男性乳房发育症的比较研究

探讨乳晕月牙状切口切除男性乳房发育症的手术方法及美容效果。回顾性分析5年来在局麻或全麻下,分别采用乳晕月牙状切口（46例）和传统沿乳晕弧形切口或放射状切口（32例）保留乳头乳晕手术治疗男性乳腺发育症,比较两种术式的手术时间、术中出血量、切口隐蔽程度、患者满意度及住院费用等临床资料的差异。乳晕月牙状切口潜行切除增生的乳腺...     

近五年来《心理学报》与《心理科学》文献计量比较研究

该研究采用文献计量学方法,以2005—2009年《心理学报》与《心理科学》的载文为研究对象,分别统计了两种期刊载文的研究领域、研究方法、载文体裁和作者特征等方面的数据信息。结果发现：基础领域是两种期刊心理学研究的主要领域;在应用领域方面两种期刊侧重点不同;两种期刊在研究方法的选择上是一致的,即实验法是心理学研究的主要研究方法,数据的搜集则主要靠测评法;两种期刊在心理学研究者的地区分布中都出现了明显的地区优势,优势地区与核心作者群略有不同。     

急性肾损伤肾脏替代治疗模式的临床决策

急性肾损伤是指病程3个月内的,包括血、尿、组织学及影像学检查所见的肾脏结构与功能异常。目前,急性肾损伤肾脏替代治疗的模式尚无明确定论。常用的模式有间断性血液透析、持续性肾脏替代治疗、杂合式肾脏替代治疗、腹膜透析。临床上应根据患者的年龄、病因、病情危重程度、所在医院的条件和经济状况等选择合适的治疗模式。     

Characterizing Simpler Recognizable Sets of Integers

For a given numeration system U, a set X of integers is said to be U-star-free if the language of the normalized U-representations of the elements in X is star-free. Adapting a result of McNaughton and Papert, we give a first-order logical characterization of these sets for various numeration systems including integer base systems and the Fibonacci system. For k-ary systems, the problem of the base dependence of this property is also studied. Finally, the case of k-adic systems is developed.     

On Modal μ-Calculus and Non-Well-Founded Set Theory

A finitary characterization for non-well-founded sets with finite transitive closure is established in terms of a greatest fixpoint formula of the modal -calculus. This generalizes the standard result in the literature where a finitary modal characterization is provided only for wellfounded sets with finite transitive closure. The proof relies on the concept of automaton, leading then to new interlinks between automata theory and non-well-founded sets.     

Your divided attention, please! The maintenance of multiple attentional control sets over distinct regions in space

When non-informative peripheral cues precede a target defined by a specific feature, cues that share the critical feature will capture attention while cues that do not will be effectively ignored. We tested whether different attentional control sets can be simultaneously maintained over distinct regions of space. Participants were instructed to respond only to specific colored targets at specific locations. Most trials included non-predictive cues whose location and/or color were either congruent or incongruent with the spatial and/or color properties of the impending target. We observed contingent capture only for cues that were consistent with the attentional control set applied to that region of space. This is the first demonstration that separate attentional control sets can be simultaneously maintained at distinct spatial locations, with implications for the flexibility of endogenous control over automatic attentional orienting.     

条件推理中的二元效应初探

通过预备实验选取前件(或后件)是二元(或多元)的5种条件命题的4种推理形式作为实验材料,以大学本科生为被试,考察了五种不同条件命题类型对4种推理结果的影响.结果表明命题类型、推理规则以及两者的交互作用都非常显著.这个结果进一步验证了条件推理的集合映射模型.