Elasticity of Technique: The Psychoanalytic Project and the Trajectory of Ferenczi's Life

The object of this paper is the Elasticity of Psychoanalytic Technique in the work of Sándor Ferenczi. The author sustains that this can be considered neither as an ultimate arrival point nor as a particular stage of Ferenczi's clinical–theoretical body of work, but rather as an ensemble of affective qualities, attitudes and values, which he gradually developed through experience, signalling a paradigm shift in the history of psychoanalysis. The following areas will be explored: the new sensitivity demonstrated by Ferenczi concerning the relational and communicative factors present in the analytic session, his subtle and acute attention to the participation of the analyst's own subjectivity in the therapeutic process, and how these enduring elements of Ferenczi's technique anticipate several significant future developments in psychoanalysis.     

Lick-trading by rats: on the substitutability of dry, water, and saccharin tubes.

Thirsty rats licked two metal tubes: a water tube paired with another water tube, with saccharin, or with a dry tube. For each pair, a multipoint baseline function was measured by offering free access to one tube throughout each session, and free or restricted access to the other. The three resulting baseline functions showed the members of each pair to be mutual substitutes: When access to either tube was restricted, the rats made more licks at the other. A linear function identified the two water tubes as perfect substitutes. Convex functions identified the members of the saccharin-water and the dry-water pair as imperfect substitutes. Each pair was also tested under several reciprocal fixed-ratio schedules that required instrumental licking of either tube for contingent access to the other. The resulting schedule functions showed the members of each pair to be perfect substitutes: Water licks decreased linearly as licks at the other water tube, the saccharin, or the dry tube increased, in agreement with a conservation model of instrumental performance. Baseline and schedule functions, indistinguishable in the water-water pair, indicated a schedule facilitation of dry-tube licking in the dry-water pair and of water-tube licking in the saccharin-water pair.     

Going Beyond Certain Limits Together: How Ferenczi's Notion of Elasticity Informs Group Treatment of Traumatized Patients

This paper explores Ferenczi's elasticity techniques, ideas about mutuality, and analyst self-disclosure. It describes the application of Ferenczi's theory of working with traumatized patients to a group comprised of six patients. By exploring Ferenczi's techniques in working with his patients individually, the author hopes to guide clinicians in applying and recognizing the special value of Ferenczi's theory in a group setting. The author's emphasis on promoting an atmosphere of tenderness in the group led members to reveal their experiences of trauma after they had developed sufficient feelings of safety and freedom in the group.     

Characterizing adult cognitive development

A paradigm of adult cognitive development is elaborated that is derived from concepts inherent in the study of consistency and change during the adult years. It is argued that the antecedents and consequences of adult cognition are substantially different from those that pertain to earlier growth-oriented developmental periods and to later decline-oriented periods. Adult cognition and its development are characterized in terms of adaptive competencies in specific domains, elasticity of function within selected domains, and knowledge encapsulation. Another major characteristic of adult development is that knowledge and computation are integrated or encapsulated with experience and use. It is suggested that these characteristics serve to distinguish adult cognitive development from the discontinuous emerging properties of earlier cognitive development and from the general deficiencies of cognitive function that are characteristic of very late life.     

Behavioral economics

Economics, like behavioral psychology, is a science of behavior, albeit highly organized human behavior. The value of economic concepts for behavioral psychology rests on (1) their empirical validity when tested in the laboratory with individual subjects and (2) their uniqueness when compared to established behavioral concepts. Several fundamental concepts are introduced and illustrated by reference to experimental data: open and closed economies, elastic and inelastic demand, and substitution versus complementarity. Changes in absolute response rate are analyzed in relation to elasticity and intensity of demand. The economic concepts of substitution and complementarity are related to traditional behavioral studies of choice and to the matching relation. The economic approach has many implications for the future of behavioral research and theory. In general, economic concepts are grounded on a dynamic view of reinforcement. The closed-economy methodology extends the generality of behavioral principles to situations in which response rate and obtained rate of reinforcement are interdependent. Analysis of results in terms of elasticity and intensity of demand promises to provide a more direct method for characterizing the effects of “motivational” variables. Future studies of choice should arrange heterogeneous reinforcers with varying elasticities, use closed economies, and modulate scarcity or income. The economic analysis can be extended to the study of performances that involve subtle discriminations or skilled movements that vary in accuracy or quality as opposed to rate or quantity, and thus permit examination of time/accuracy trade-offs.     

急性心肌梗死患者小动脉弹性指数水平与各项危险因素的关系

探讨急性心肌梗死（AMI）患者小动脉弹性指数（C2）水平与各项风险因素的关系。纳入我院心血管内科于2010年1月～2013年7月间收治的AMI患者,并纳入同期入院的不稳定心绞痛（UA）患者作为对照组,收集相关临床资料,比较不同C2水平与相关指标的关联性发现：C2等11项危险因素存在显著差异,经多因素Logistic回归...     

Elastic solutions with arbitrary elastic inhomogeneity and anisotropy

An efficient numerical algorithm is proposed to accurately compute the elastic fields in two-dimensional (2D) or three-dimensional (3D) microstructures with arbitrary elastic inhomogeneity and anisotropy. It combines the equivalent inclusion method of Eshelby, the microelasticity theory of Khachaturyan, and the spectral iterative perturbation method of Hu and Chen. Its efficiency is compared with those of existing approaches in the literature. The method can be conveniently implemented in phase-field modeling of stress-dependent microstructure evolution and/or of mass/electrical transport.     

Stable singular or negative stiffness systems in the presence of energy flux

We report stable systems which exhibit quasistatic stiffness that can be negative or tend to infinity without external constraint. They are based on coupled fields in the non-equilibrium presence of energy flux that is modulated by force. They evade thermodynamic restrictions by relaxing a restrictive assumption: equilibrium. Negative values of physical properties, including compressibility and heat capacity, are considered forbidden in classical thermodynamics; such analyses provide bounds on the stiffness and other properties of multiphase materials. Stable negative and singular stiffness is demonstrated experimentally in a piezoelectric system and in a thermoelastic granular material. Coupled fields occur naturally under a wide range of conditions and form the basis for many forms of technology including sensors, actuators, and electric coolers. Because all materials exhibit at least one coupled field effect, the concept is broadly general and is applicable to attaining extreme values of any physical property e.g. stiffness, permittivity, piezoelectricity.     

Shape of prismatic dislocation loops in anisotropic α-Fe

Prismatic dislocation loops are the primary manifestation of radiation damage in crystals, and contribute to the phenomenon of radiation embrittlement. This undesirable effect, most serious for materials used in high-dose environments such as next-generation fission and future fusion reactors, results from the strong interaction between gliding dislocations, the carriers of plasticity, with the population of radiation-induced prismatic loops. Ferritic–martensitic steels, the most promising candidate materials for future high-dose applications, are based on iron and are known to become highly elastically-anisotropic at the high temperatures (>500°C) at which they must operate. In this article, we develop a novel modelling approach based on anisotropic elasticity theory to predict the shapes of prismatic loops in anisotropic crystals, paying particular attention to the technologically important case of α-iron. The results are compared with transmission electron microscope observations of the damage structure sustained by ultra-high-purity iron irradiated to a dose of approximately two displacements per atom.