The uses of humor in life,neurosis and in psychotherapy: Part 2

Abstract

The first part of the paper focused on the dynamics of wit in life, literature, and psychoanalysis; the second part of this paper is devoted to the use of humor in therapy. The central concept is Freud's psychoanalytic method, as distinguished from Freud's various theories of disorder, or neurosis, with a further elaboration of Freud's inherently interpersonal conception of the analytic process, already present in the cathartic phase of the therapeutic technique. The cathartic, or discharge, function of humor is connected to reciprocal free association (a term coined by the author) to define the mutual and reciprocal free association in analysand and analyst, playing an essential role in the genesis of insight and interpretation. Humor has its role in loosening repression, facilitating the emergence of unconscious emotions and ideas, bringing to light character defenses, and thus driving the process of analysis.     

The analysand and analyst team practicing reciprocal free association: Defenders and deniers

Abstract

By 1900, Freud had formulated an original and operational method of psychoanalytic treatment and research: the technique of free association. In 1912–1915 and later writings, he recommended it as a fundamental procedure and process, called the fundamental rule, in psychoanalytic therapy. In recent years, free association as a method has been variously misrepresented, misunderstood, and denied by some schools of psychoanalysis. This paper reviews the history of free associations and argues for upholding the continuity and relevance of Freud's fundamental methodology and for a renewal of interest in reciprocal, i.e., interactive and interpersonal, free association.     

Expression and processing of emotions: Relationships with cd4+ levels in 42 hiv-positive asymptomatic individuals

Abstract

Background: The study investigated the relationship between CD4+ levels and two emotion-related measures, one of expressed emotion (Hostility directed Inwards, Hdl) and one of capacity for emotional processing (Referential Activity, RA).

Method42 HIV-1 positive asymptomatic subjects, under AZT treatment, underwent CD4+ assessment immediately after a brief interview. Interviews were recorded, transcribed and analyzed using the Gottschalk-Gleser and Referential Activity scales. Of the Gottschalk-Gleser scales, only Hdl was considered.

ResultsAs hypothesized, the regression of emotion-related scores on CD4 + levels showed a curvilinearrelationship with Hdl scores, and a linearrelationship with RA scores. Subjects with the best immune status therefore showed intermediate levels of expressed emotion and a high capacity for emotional processing.

ConclusionThe findings support the usefulness of working through, rather than releasing emotion. Previous negative findings in the field might be explained by the unjustified assumption of linear relationships between expressed emotion and health.     

Forecasting Elections from Voters' Perceptions of Candidates' Ability to Handle Issues

When deciding for whom to vote, voters should select the candidate they expect to best handle issues, all other things equal. A simple heuristic predicted that the candidate who is rated more favorably on a larger number of issues would win the popular vote. This was correct for nine out of ten U.S. presidential elections from 1972 to 2008. We then used simple linear regression to relate the incumbent's relative issue ratings to the actual two‐party popular vote shares. The resulting model yielded out‐of‐sample forecasts that were competitive with those from the Iowa Electronic Markets and established quantitative models. The issue‐index model has implications for political decision makers, as it can help to track campaigns and to decide which issues to focus on. Copyright © 2012 John Wiley & Sons, Ltd.     

Computer-aided analysis of grain-boundary connectivity of B10 copper-nickel alloys

A numerical calculation method based on the angle in a triple junction composed of a random grain boundary is proposed to predict the connectivity and stability of a grain boundary in a B10 copper-nickel alloy. The grain-boundary connectivity and its effect on corrosion resistance are studied combining computer-aided analysis with electrochemical impedance testing. The results show that the prediction of corrosion resistance using a grain-boundary connectivity numerical method is consistent with immersion experimental results. The B10 alloy exhibited the best corrosion resistance after cold rolling with a 9% reduction rate. The relationship between the grain-boundary characteristics and corrosion resistance is well established using the numerical method to quantify the grain-boundary connectivity. A higher connective frequency and a low proportion of grain-boundary angles between 60° and 180° in the triple junction is detrimental to corrosion resistance of the B10 alloy.     

A new allotropic structure of silver nanocrystals nucleated and grown over planar polymer molecules

Polymer molecules of polyvinyl alcohol (PVA) serve as a good Ag⁺?→?Ag⁰ reducer as well as a template to produce Ag⁰ nanocrystals of anisotropic shapes. Thin Ag–PVA films (50–100?µm thick) were prepared by carrying out the reaction in aqueous PVA (under heating conditions) and then spin casting the sample in this shape. A topotactic Ag⁺?→?Ag⁰ reaction and in-situ Ag⁰ growth occur in support over the PVA molecules (as per the local structure and Ag⁰–PVA interactions) of elongated surfaces. The Ag⁰ state is confirmed with 3d _5/2 and 3d _3/2 XPS signals of 368.37 and 374.13?eV binding energies, respectively. As analyzed with X-ray diffraction, it is a new allotrope with an orthorhombic structure, lattice parameters a?=?0.8535, b?=?0.8410?nm and c?=?0.4119?nm, and density ρ?=?9.69?g?cm^?3. On heating in air, the well-known cubic structure develops, a?=?0.4082?nm (ρ?=?10.53?g?cm^?3) after 150°C, whereas a?=?0.4071?nm (ρ?= 10.61?g?cm^?3) after 300°C for 2?h. According to proposed models, it is a vacancy-stabilized allotrope, which evolves from multiply twinned particles.     

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.     

Dislocations in basic-nickel decagonal Al–Ni–Co single quasicrystals

We present a study of dislocations in decagonal Al₇₀Ni₂₁Co₉ quasicrystals by means of diffraction contrast analysis as well as convergent-beam electron diffraction in the transmission electron microscope. The nickel-rich Al–Ni–Co quasicrystals show diffraction patterns characteristic of the basic-nickel decagonal phase exhibiting almost no diffuse scattering. We succeeded in growing this phase in the form of large single quasicrystals. The two-beam bright-field images show a homogeneous background and no striation contrast as reported for other Al–Ni–Co decagonal phases. We have, for the first time in a two-dimensional quasicrystal, observed the weak contrast-extinction condition.     

An analytic solution of initial boundary value problem for 3D quasicrystals in half space

In this article, initial boundary value problem for 3D quasicrystals in half space is considered. An analytic method is proposed for special form of initial conditions and nonhomogeneous term. It is explained that a weak solution of the problem can be constructed in the similar form of data by using symbolic calculations.     

Negative,zero and positive stiffness in extended Eshelby plates

Structures under loading can show positive and negative stiffness (during buckling) with zero stiffness just being one point of transition. Material structures with extended zero stiffness regimes have also been reported. Using the example of an extended Eshelby plate with a positive and negative edge dislocation, we show the existence of finite regimes of positive, zero and negative stiffness in a single system. Given that stable states/configurations of negative stiffness cannot exist in an isolated system; we show the existence of metastable states of negative stiffness along with unstable states of positive stiffness. The system also exhibits one point of unstable equilibrium.