论章太炎经学诠释思想渊源--《齐物论释》与佛学的关联意义

作为从晚清走向近代意义上的国学殿军领袖,章太炎既继承了传统古文经学的朴学精神,又不拘泥于传统的束缚,在传统经学的诠释中展现了其独特的思想方法.本文以<齐物论释>为研究文本,讨论了章太炎以<庄子>为传统资源对佛学更高境界--"随顺成俗"的标新,通过披检章氏对<齐物论>术语的重新诠释,展现其对庄子思想的时间维度上的关怀与重视,并关注由此引发的章氏子学向以<答问>为代表的经学(史学)转向,试图廓清其经、史著述思想的体用关系.     

“社会必要劳动时间”的歧义性研究——认识分歧的客观原因探讨之一

"社会必要劳动时间"本身具有多种语义;马克思在<资本论>中也是从多个语义的角度使用"社会必要劳动时间"的;马克思使用多语义的"社会必要劳动时间"有六个方面的原因.     

马克思主义在中国与时俱进

马克思主义和中国革命实践相结合 ,开拓了中国革命的新阶段。中国共产党以马克思主义为指导 ,从建党、领导革命战争到建国后的社会主义革命和建设 ,始终在实践中不断前进 ,在理论上不断创新 ,最高成果是产生了中国的马克思主义———毛泽东思想、邓小平理论和江泽民“三个代表”重要思想。马克思主义在中国与时俱进 ,发展着的马克思主义是中国社会主义事业不断进步的思想武器。     

试论时间价值观

时间是一种重要的资源。时间价值观是个体以自身的需要为尺度对时间重要性的稳定态度和观念。时间价值观含有时间资源观、时间效率观、时机观、时间顺序观等方面的意义。时间价值观的结构可以有不同的划分。时间价值观受社会文化传统、个体的年龄因素、个体性格、社会环境等因素的影响。心理学对时间价值观的研究在理论上和应用中都有着重要的意义     

The densest <Emphasis Type="Italic">k</Emphasis>-subgraph problem on clique graphs

The Densest k-Subgraph (DkS) problem asks for a k-vertex subgraph of a given graph with the maximum number of edges. The problem is strongly NP-hard, as a generalization of the well known Clique problem and we also know that it does not admit a Polynomial Time Approximation Scheme (PTAS). In this paper we focus on special cases of the problem, with respect to the class of the input graph. Especially, towards the elucidation of the open questions concerning the complexity of the problem for interval graphs as well as its approximability for chordal graphs, we consider graphs having special clique graphs. We present a PTAS for stars of cliques and a dynamic programming algorithm for trees of cliques. M.L. is co-financed within Op. Education by the ESF (European Social Fund) and National Resources. V.Z. is partially supported by the Special Research Grants Account of the University of Athens under Grant 70/4/5821.     

An efficient polynomial space and polynomial delay algorithm for enumeration of maximal motifs in a sequence

In this paper, we consider the problem of enumerating all maximal motifs in an input string for the class of repeated motifs with wild cards. A maximal motif is such a representative motif that is not properly contained in any larger motifs with the same location lists. Although the enumeration problem for maximal motifs with wild cards has been studied in Parida et al. (2001), Pisanti et al. (2003) and Pelfrêne et al. (2003), its output-polynomial time computability has been still open. The main result of this paper is a polynomial space polynomial delay algorithm for the maximal motif enumeration problem for the repeated motifs with wild cards. This algorithm enumerates all maximal motifs in an input string of length n in O(n ³) time per motif with O(n) space, in particular O(n ³) delay. The key of the algorithm is depth-first search on a tree-shaped search route over all maximal motifs based on a technique called prefix-preserving closure extension. We also show an exponential lower bound and a succinctness result on the number of maximal motifs, which indicate the limit of a straightforward approach. The results of the computational experiments show that our algorithm can be applicable to huge string data such as genome data in practice, and does not take large additional computational cost compared to usual frequent motif mining algorithms. This work is done during the Hiroki Arimura’s visit in LIRIS, University Claude-Bernard Lyon 1, France.     

Re-colouring the Intensity-Based Bootstrap for Point Processes

Abstract

A method for obtaining bootstrapping replicates for one-dimensional point processes is presented. The method involves estimating the conditional intensity of the process and computing residuals. The residuals are bootstrapped using a block bootstrap and used, together with the conditional intensity, to define the bootstrap realizations. The method is applied to the estimation of the cross-intensity function for data arising from a reaction time experiment.     

Some results on generalized ageing classes

In this paper we provide new results about generalized ageing classes on the excess lifetime of a renewal process. We also obtain some characterizations of generalized ageing classes by means of the residual life at random time.     

论时空整体观念

时空整体观念是唯物辩证法现代发展的重要内容，是对时间的连续性与空间的广延性的科学概括与反映。时空整体观念是把物的存在与时间、空间作为一个有机整体加以把握。树立时空整体观念，培养立体思维习惯，对于正确认识事物与科学处理问题具有重大意义。     

Bargaining With Time: An Interview With Helen Pavlin

Helen Pavlin is an accredited mental health social worker and family therapist and accredited family dispute resolution practitioner in private practice in Darwin. She has been involved in social work and family therapy since the early 1970s in Australia and internationally. In 1996 she received the 50th Anniversary Commemorative Medal from the Australian Association of Social Workers. She is one of the assessors and associate editors for the Australian and New Zealand Journal of Family Therapy. In 2007 Helen received the Journal Award for her outstanding contribution to the family therapy field in Australia. She is an accomplished writer and a member of the Australian Society of Authors. Her poems and book reviews have been published frequently in ANZJFT.