The Necessary Limits to Temptation: The Turnkey Project

In case of special engineering projects of important relevance it is interesting to pay attention to several possible risks; some of them are in the field of morality or ethics. Due to the social importance of these risks, additional considerations or even additional warranties are justified.     

The Bureaucratization of Spirituality[1]

This paper examines some of the critical contexts within which spiritual, moral, social and cultural education is to be realized. First, I examine the nature of school as a modernist bureaucratic institution. I argue that schools are bound in a self‐referential reality and barely connect with the late modem world. I then discuss the cultural sources of education policy and particularly the employment of nostalgia as a legitimation for neo‐conservative policy and practice. I then discuss school knowledge and in particular the end of liberalism and its replacement with rationalism. I next turn to spiritual, moral and social education and critically discuss its cultural and political formation. Finally, I argue that school is unable to accommodate the spiritual dimension and that critical to its successful inclusion is the re‐establishment of teachers as knowledgeable professionals with their practice grounded in the contemporary world and the real conditions of pupils' lives.

     

The Equivalence Of Psychotic Syndromes Across Two Media

The study goal was to test the equivalence of ten dimensions of psychotic behavior across two measuring media. The data consisted of ratings of 814 newly admitted schizophrenics made in the interview and on the ward. The factored. A least squares solution of a hypothesis matrix yielded ten clear factors of which eight were defined both by ward and interview measures.     

精神疾病共病现象的辩证思考

由于大多数精神疾病的病因和发病机制不明,无特异性的生物学诊断指标,临床表现多样,有时很难用一种疾病解释.共病的概念应用于精神科临床,为精神科医生提供了一种辩证的诊断思维方法,对研究共病的本质和指导临床治疗都有重要的意义.     

The Class Method in the treatment of Psychotic Patients

Contrary to traditional thinking, a review of the recent literature has suggested that bipolar patients can be treated in homogeneous therapy groups in conjunction with concomitant lithium management. Important psychodynamic and interpersonal features are reviewed that have received empirical support and have enhanced our understanding of these patients. Goals for bipolar groups include educating patients on the nature of the disease, helping them learn ways of coping with its symptoms, and encouraging them to discuss relevant psychodynamic and interpersonal issues. To achieve these goals, therapists have used techniques involving education, support, and facilitation of group discussions. Further clinical and empirical work needs to be done to evaluate the effectiveness and process of these bipolar groups, particularly in the inpatient setting.     

超模态逻辑K[T_nK]和K[TK_n](英文)

本文的工作是在D.M.Gabbay的一篇论文《超模态逻辑理论:在模态逻辑中的模转换》基础上所做的,主要是将他的两类满足关系扩充到n+1种满足关系,然后在此基础上得到两类一般性的逻辑类K[T_nK]和K[TK_n],其中n≥1。我们得到了一些更为一般性的结论:（1）逻辑类K[T_nK]的定理模式是:对任意n≥1,□^j+（n+1）kp→□^i+（n+1）kp,其中0≤in]的定理模式是:□^1+（n+1）kp→□^（n+1）kp,其中b≥1。不过,□^j+（n+1）kp→□^i+（n+1）kp,其中0≤in]的定理模式,因此,（3）每一个逻辑K[T_nK]都是相应的逻辑K[TK_n]的真扩张,其中n≥1;（4）必然化规则在两类逻辑K[T_nK]和K[TK_n]中都不成立,但是,这样的规则成立,即如果A分别是两类逻辑K[T_nK]和K[TK_n]的定理,那么对于任意n≥1,□ⁿ⁺¹A也分别是逻辑类K[T_nK]和K[TK_n]的定理;（5）等值替换规则在逻辑类K[T_nK]和K[TK_n]下都不封闭;此外,（6）我们将D.M.Gabbay的从超模态逻辑到正规模态逻辑K的两类翻译τ₀和τ₁扩充到n+1类翻译τ₀,τ₁,…,τ_n。在超模态逻辑K[T_nK]和K[TK_n]与正规模态逻辑K之间,我们找到了点模型满足对应理论,即对任意的超模态逻辑公式α,在某个世界ω上为真,当且仅当,在正规模态逻辑K中τ_i（α）在世界ω上也为真。其中τ_i（α）是公式α从超模态逻辑到正规模态逻辑K的翻译。     

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