福柯理论遭遇中国问题——评达顿《中国的规制与惩罚》

福柯认为西方从酷刑到监狱,是从制造威慑转向个体规制,是从群体性转向个体性;而达顿则认为中国从酷刑到监狱,是从家庭规制转向集体规制,是从一种群体性转向另一种群体性。Michael R.Dutton,Policing and Punishment in China：From Patriarchy to＂the People＂,CambridgeUniversity Press,1 992中国的规制与惩罚——从父权本位到人民本位,[澳]迈克尔·R·达顿著,郝方昉、崔洁译,清华大学出版社,2009。

做最稀有的“变色龙”——新加坡国立大学商学院院长柯理思的一堂文化情商课

近来，继智商与情商之后．“文化情商”（culture quouent，CQ）成为衡量管理者素质的又一新标准。

柯理思：文化智商，跨越文化的鸿沟

如果说智商、情商是探讨熟悉文化中管理问题的话，那么文化智商就是跨文化的管理。EQ、IQ等在本国文化中有用，但是它们在另一种文化中也许不仅没用，甚至会产生误导。

软件教父高瞻远瞩

从全国拥有不超过20台计算机,到如今成为全球瞩目的科技王国,柯理如何冲破重重障碍,用软件带领印度走上国际舞台?

On Honesty and Deceit： An Interpretation of Difference and Repetition

Foucault famously questioned the humor, and possibly the deceit, at the heart of Deleuze＇s philosophy by asserting its sincerity and seriousness. In this paper I address how humor and sincerity, and thereby truth and falsity, are philosophical concepts at the core of Deleuze＇s thought. Using Deleuze＇s work Difference and Repetition as the focal object of my interrogation, I seek to show how truth and falsity are structured by difference and repetition. Deleuze＇s philosophy of pure difference does not merely try to critique traditional notions of truth, but attempts to define a new model of truth and falsity that bears both differences and repetitions from the previous models in the history of philosophy.

THE INHIBITORY EFFECT OF ASTRAGALUS MEMBRANACEUS ON COXSACKIE B－3 VIRUS RNA REPLICATION

Using mice infected with coxsackie B-3 virus (CVB3) as a viral myocarditis model, we observed the inhibitory effect of Astragalus membranaceus (AM) on CVB3-RNA replication in myocardial tissue of mice by RNA-RNA in situ hybridization with negative-strand RNA Probes labelled with ￣(35)S and quantitative imaging analysis of positive signals. The mechanism of its effect on CVB3-RNA replication has been investigated by detection of beta-interferon (β-IFN) as well. Results showed that the copy numbers of CVB3-RNA as well as the histologic scores (necrosis) in myocardial tissues of infected-AM treated mice were significantly lower than those in infected and normal saline treated mice, suggesting that AM could inhibit the replication of CVB3-RVA,but its effect on CVB3-RNA replication had no correlation with induction of β-IFN.

The Osgood Integral or the Cauchy-Osgood Integral？

Initially, Osgood used the integral ∫dr/f（r）for an unicity crite, rion to the differential equation y＇ = f（y）, f （0） = 0. The trivial solution is unique iff this integral goes to the infinite at the origin. Then he can prove the unicity of the trivial solution of y＇ = y Ln｜Y｜, although the second member is not lipschitzian. Later, Bernfeld [1] shows that all the solutions of y＇ = f（y） do not explose iffthe same integral goes to the infinite at the infinite. Finally, we can adapt a result from the Cauchy works as follows： the trivial solution is a singular solution iffthe same integral vanishes at the origin. Using non standard analysis, we present the proofs of the different criterions and show that the Osgood integral was used by Cauchy before in the similar purpose.

Versatile Leadership, LVI and Their Application in Skoda Auto a.s.

The paper starts with a presentation of the versatile leadership model developed by Kaplan and Kaiser and of their 360 feedback tool Leadership Versatility Index （LVI）. Versatility can be generally defined as a mastery of opposites, as the ability to play multiple roles, even contradictory ones, without emphasizing some at the expense of others. The LVI has been designed to help managers understand their repertoire and how they can become more versatile leaders. It employs an innovative rating scale on which ideal score ＂0＂ is in the middle of it （the right amount）, flanked by underdoing to the left （too little） and overdoing to the right （too much）. The idea is to avoid the ＂more is better＂ design trap by providing a way for raters to indicate when managers go to counterproductive extremes. The LVI works with two-sided view of leadership based on two major pairs of opposites： directive vs. supportive leadership and execution vs. strategy. Interventions based on the LVI results help to overcome traditional behaviorism as they combine the outer work （behavioral change） with the inner work （personal change） of development. Application of the LV1 on a sample of the managers from Skoda Auto a.s. and verification of its practical value represented the core of the SAVS IGA project MM/O7/02. The last part of the paper is devoted to a presentation of the findings from this project. The LVI has been found to be both original and a very useful 360 feedback tool which can be addressed to two general groups of clients： （1） experienced senior managers; and （2） young perspective managers in the beginning of their career.

The Cauchy Integral Operator on Weighted Hardy Space

The authors show that the Cauchy integral operator is bounded from Hωp(R1) to hωp(R1) (the weighted local Hardy space). To prove the results, a kind of generalized atoms is introduced and a variant of weighted "Tb theorem" is considered.

UNCONDITIONAL CAUCHY SERIES AND UNIFORM CONVERGENCE ON MATRICES

The authors obtain new characterizations of unconditional Cauchy series in terms of separation properties of subfamilies of p(N), and a generalization of the Orlicz-Pettis Theorem is also obtained. New results on the uniform convergence on matrices and a new version of the Hahn-Schur summation theorem are proved. For matrices whose rows define unconditional Cauchy series, a better sufficient condition for the basic Matrix Theorem of Antosik and Swartz, new necessary conditions and a new proof of that theorem are given.

The Elastic Continuum Limit of the Tight Binding Model

The authors consider the simplest quantum mechanics model of solids, the tight binding model, and prove that in the continuum limit, the energy of tight binding model converges to that of the continuum elasticity model obtained using Cauchy-Born rule. The technique in this paper is based mainly on spectral perturbation theory for large matrices.

Theory of several paravector variables:Bochner-Martinelli formula and Hartogs theorem

The aim of this article is to extend the theory of several complex variables to the non-commutative realm. Some basic results,such as the Bochner-Martinelli formula,the existence theorem of the solutions to the non-homogeneous Cauchy-Riemann equations,and the Hartogs theorem,are generalized from complex analysis in several variables to Clifford analysis in several paravector variables. In particular,the Bochner-Martinelli formula in several paravector variables unifies the corresponding formulas in the theory of one complex variable,several complex variables,and several quaternionic variables with suitable modifications.

LOCAL WELL-POSEDNESS AND ILL-POSEDNESS ON THE EQUATION OF TYPE □u= u^k(u)~α

This paper undertakes a systematic treatment of the low regularity local well-posedness and ill-posedness theory in H3 and Hs for semilinear wave equations with polynomial nonlinearity in u and (?)u. This ill-posed result concerns the focusing type equations with nonlinearity on u and (?)tu.

The Pointwise Estimates of Solutions to the Cauchy Problem of a Chemotaxis Model

This paper deals with an attraction-repulsion chemotaxis model(ARC) in multi-dimensions. By Duhamel's principle, the implicit expression of the solution to(ARC)is given. With the method of Green's function, the authors obtain the pointwise estimates of solutions to the Cauchy problem(ARC) for small initial data, which yield the W s,p(1 ≤p≤∞) decay properties of solutions.

Attractive fixed-point solution study of a shell model for turbulent convection

Different scaling behaviors, such as Kolmogorov (K41) scaling and Bolgiano and Obukhov (BO) scaling, have been reported in various shell models proposed for turbulent thermal convection. However, two coexistent subranges with K41 and BO scaling are not set up with Bolgiano scale interlaying between the largest scale and the dissipation scale. In this paper, we summarize fixed-point solution study of the Brandenburg model with small perturbation theory by introducing a small disturbance term as the impact of buoyancy. Three groups of fixed-point solutions with different locations of the so-called buoyancy scale, above/below which buoyancy is significant/insignifant. Both theoretical and numerical results show that a modified K41 scaling, instead of K41 and BO coexistent scaling, is set up even though buoyancy may be significant over the scaling range, which suggests that the buoyancy scale is not related exactly to the Bolgiano scale. Thus, a K41 and BO coexistent scaling behavior is not setup for the Brandenburg model.