《悭吝人》与《一坛金子》的比较

《悭吝人》是17世纪法国古典主义喜剧大师莫里哀的传世作,它的前身是古罗马喜剧诗人普劳图斯的《一坛金子》,将蓝本同《悭吝人》进行比较,不难从中揣摩出莫里哀仿古出新的创作奥秘来。《悭吝人》故事情节的引人入胜、人物性格的鲜明突出,固然出之于莫里哀的妙笔点染,但跟罗马喜剧提供的现成材料与创作经验大有关系;在某种程度上甚至可以说,没有蓝本《一坛金子》,便不会有剧本《悭吝人》。本文试图通过比较,从情节和人物性格两方面来显现《悭吝人》的构思轨迹。(一)

健康家庭的特征

一个健康的家庭往往具备如下特征:家庭成员之间具有相互交谈和倾听别人谈话的愿望。具有快速平息家庭争吵和得出令人满意的结论的能力,并且事后彼此之间不怀恨在心。家庭人员之间相互合作、相互帮助,使每个人都维持一种既可靠又积极的自我形象。创造一种既轻松愉快具有幽默又没有讽刺挖苦或相互贬低蔑视的家庭气氛。父母有着明确是非准则。

Facility Management in the Globalized Society

Facility management is the multi-disciplinary kind of work that covers a wide range of various activities, responsibilities, and knowledge. Facility management provides and manages a variety of support services in order to prepare all the organisational functions, putting the accent on an integration of primary activities in strategic, tactical, and operational levels. In the final decade of the previous century, facility mmmgement industry emerged as one of the fastest growing sectors at the international level. Nowadays, the importance of the facility management is readily acknowledged in many companies worldwide, which recognises the necessity of properly managing elaborate and expensive support facilities. The tasks are multi-disciplinary and cover a wide range of activities, responsibilities, and knowledge, because every aspect of an organisation may come under the competency of the facility management. The main aim of the paper is to point out the well-founded applicability of the global facility management in companies, which in order to achieve the competitive advantage correctly strengthened the corporate core business and shift the support activities into the management of a specialist in this field. The paper also covers the scope of the facility management in the international context, and also in the Slovak Republic, considering the specificities of individual countries

《〈范畴篇〉笺释:以晚期希腊评注为线索》

本书是“经典与解释:亚里士多德注疏集”中的一种。《范畴篇》一直位居亚里士多德著作的首位,对该著作的研究和评注也一直占据首要位置,成为整个哲学讨论的核心问题之一。现在保持下来的古代以希腊文写作的《〈范畴篇〉评注》仅有珀尔菲琉斯、德克希珀斯、赫尔米亚的阿莫尼俄斯、辛普里柯俄斯、菲洛珀诺斯和厄吕姆匹俄多洛斯、厄里阿斯以及一位匿名作者。笺注者以这些早期中世纪即公元1世纪至6世纪的《范畴篇》评注为线索,对范畴篇进行全面翻译、疏解。本书包括三个部分。

Multiple periodic solutions for non-canonical Hamiltonian systems with application to differential delay equations

We first establish Maslov index for non-canonical Hamiltonian system by using symplectic transformation for Hamiltonian system.Then the existence of multiple periodic solutions for the non-canonical Hamiltonian system is obtained by applying the Maslov index and Morse theory.As an application of the results,we study a class of non-autonomous differential delay equation which can be changed to non-canonical Hamiltonian system and obtain the existence of multiple periodic solutions for the equation by employing variational method.