On the generality of a cosmological speculation based on Heisenberg's principle

In a previous work [Hernández-Bermejo, B. (1996) Heisenberg's principle: A cosmological speculation, Speculations in Science and Technology, 19, 253], it was speculated that the lack of homogeneity of the large-scale structure of the universe may be due to quantum fluctuations of space in the early universe. This was argued for a Friedmann-type universe for which both the curvature and the cosmological constant were zero. Here it is shown that the same considerations are valid for arbitrary values of the curvature and .     

Capture by stabilized continuum: Classical and quantum aspects

We review here the results of our investigations concerning chaotic atomic scattering in the presence of a laser field. Particular emphasis is put on the existence of classical stable resonance structures, induced by the intense laser field, which are embedded in the field-free continuum. We show that phase space structures in the vicinity of a resonance island play an important role in the chaotic scattering behavior and form the basis for a mechanism to enhance the lifetimes of the collisional partners. Quantum calculations, based on a wave packet propagation method, show that quantum solutions are strongly influenced by the classical phase space structures. More specifically, a wave packet is found to spread differently in the regular and chaotic regions; in the latter case it spreads exponentially with time until saturation occurs, defining the saturation time. We also investigate the dependence of the spreading rates in both the regular and chaotic regimes. Calculations with an ensemble of classical trajectories are also presented to further illustrate the smoothing effects of varying.     

文化融入与英语教学

语言与文化密不可分，学习语言必须学习文化。因此，在外语教学活动中，既要进行语言知识的教学，也要进行文化知识的教学。将英语教学与文化融入相结合，对提高英语教学具有重要意义。本文就在英语教学过程中进行文化融入的方法和文化融入的原则进行探讨。     

区间矩阵Hurwitz稳定的充分及充要条件

区间矩阵稳定性问题是控制理论中十分棘手又无法回避的问题。利用向量比较原理，讨论了连续区间系统的稳定性，得到了区间矩阵Hurwitz稳定的充分(充要)条件。如果由区间矩阵端点构造的检验矩阵A0 D Hurwitz稳定，则区问矩阵Hurwitz稳定。     

生物技术在玉米育种中的应用

介绍了在玉米育种上得到应用并取得可喜进展、简便实用的主要生物技术。阐述了这些生物技术的操作方法，以及它们的现状和存在问题。     

关于ax+by型整数的结构

最大公约数是数论中一个重要概念．在柯召所著的数论讲义中给出了对于不同时为零的整数a，b存在整数x，y，有（a，b）=ax=by的表达式．在此基础上，得到如下结论：（1）对给定的整数a，b，有（a，b）=min{ax＋by｜ax＋by〉0，x∈Z，y∈Z}；（2）{ax＋by｜，x∈Z，y∈Z}={k（a，b）｜k∈Z}．     

试析鲁迅"立人"的理论支点--兼论鲁迅对民主科学的质疑

鲁迅思想和文学的逻辑起点是“立人”,但他以什么“立人”呢?考察鲁迅生平和著作所显现的思想脉络可以看出,他“立人”的理论支点是人的自由存在。鲁迅是以自由存在作为尺度去批判封建思想,解构封建体系的;同时,也以此质疑西方近代文明,审视民主与科学的有限性。自由存在的本原性使鲁迅思想更切近人的本质解放,因而他才成为现代中国最深刻的思想者。     

战略环境评价的理论及技术方法探讨

回顾了战略环境评价(SEA)的形成和发展过程，讨论了SEA实施的原则和影响因素，分析了SEA实施的战略分析框架、替代方案和影响减缓措施，并探讨了SEA的研究方法和技术．     

浅谈会计实务中的谨慎性原则

谨慎性原则作为会计操作中的基本原则之一，在日常工作中发挥着重要作用。文章从资产的定义、收益确认、财务分析等不同角度分析了谨慎原则在会计实务中的具体运用。