排序方式: 共有8条查询结果,搜索用时 15 毫秒
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伴随古希腊学术典籍,尤其是亚里士多德哲学和科学著作在13世纪巴黎大学艺学院的普及和流行,理性批判精神和辩证法思想汇入到传统"七艺"教学框架中,为思辨式基础科学教育模式的构建奠定了理论基础。注重逻辑思辨的教学理念渗透到"讲授"和"辩论"两大教学环节当中,形成了以"究问"和"辩驳论证"为典型特征的教学方法,重在培养学生的理性怀疑精神,崇尚自由开放的学术风气,有效地促进了科学研究与人才培养的协同发展。14世纪后半叶,在唯名论思潮的影响下,以布里丹为首的巴黎学派将词项逻辑应用于自然科学教育与研究,逻辑思辨与经验证据相结合的假说性论证成为艺学院自然哲学辩论命题的新导向。 相似文献
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将基于Galerkin原理的GMRES(m)算法应用于边界元法求解大型弹性问题的计算中,使边界积分节点的划分更具任意性,实例计算结果表明,该算法比有限元法求解更精确,高效。 相似文献
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The global asymptotic stability problem of Cellular neural networks with delay is investigated.A new stability condition is presented based on Lyapunov-Krasovskii method,which is dependent On the size of delay.The result is given in the form of LMI.and the admitted upper bound of the delay can be obtained easily.The time delay dependent and independent results can be obtained,which include some results in the former literature.Finally,a numerical example is siven to illustrate the effectiveness of the main results. 相似文献
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将基于Galerkin原理的GMRES(m)算法应用于边界元法求解大型弹性问题的计算中,使边界积分节点的划分更具任意性,实例计算结果表明,该算法比有限元法求解更精确,高效. 相似文献
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The global asymptotic stability problem of Cellular neural networks with delay is investigated.A new stability condition is presented based on Lyapunov-Krasovskii method,which is dependent on the size of delay.The result is given in the form of LMI,and the admitted upper bound of the delay can be obtained easily.The time delay dependent and independent results can be obtained,which include some results in the former literature.Finally,a numerical example is given to illustrate the effectiveness of the main results. 相似文献
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