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A Quantized Kernel Least Mean Square Scheme with Entropy-Guided Learning for Intelligent Data Analysis 被引量:5
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作者 Xiong Luo Jing Deng +3 位作者 Ji Liu Weiping Wang Xiaojuan Ban Jenq-Haur Wang 《China Communications》 SCIE CSCD 2017年第7期127-136,共10页
Quantized kernel least mean square(QKLMS) algorithm is an effective nonlinear adaptive online learning algorithm with good performance in constraining the growth of network size through the use of quantization for inp... Quantized kernel least mean square(QKLMS) algorithm is an effective nonlinear adaptive online learning algorithm with good performance in constraining the growth of network size through the use of quantization for input space. It can serve as a powerful tool to perform complex computing for network service and application. With the purpose of compressing the input to further improve learning performance, this article proposes a novel QKLMS with entropy-guided learning, called EQ-KLMS. Under the consecutive square entropy learning framework, the basic idea of entropy-guided learning technique is to measure the uncertainty of the input vectors used for QKLMS, and delete those data with larger uncertainty, which are insignificant or easy to cause learning errors. Then, the dataset is compressed. Consequently, by using square entropy, the learning performance of proposed EQ-KLMS is improved with high precision and low computational cost. The proposed EQ-KLMS is validated using a weather-related dataset, and the results demonstrate the desirable performance of our scheme. 展开更多
关键词 quantized kernel least mean square (QKLMS) consecutive square entropy data analysis
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Unified Impossible Differentia Cryptanalysis of ARIA
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作者 Xue Weijia Lai Xuejia 《China Communications》 SCIE CSCD 2012年第8期129-134,共6页
Unified Irrpossible Differential (UID) cryptanalysis is a systeimtic method for finding impossible differentials for block ciphers. Regarding to the problem of automatically retrieving the impossible differential ch... Unified Irrpossible Differential (UID) cryptanalysis is a systeimtic method for finding impossible differentials for block ciphers. Regarding to the problem of automatically retrieving the impossible differential characteristics of block ciphers, with the use of particular intermediate difference state expression, UID gets the same or better results compared with other present cryptanalysis results. ARIA is a Korean block cipher expecting that there are no impossible differentials on four or rmre rounds. Based on a property of the Diffusion layer (DL) of ARIA, a specific selection is used before conflict searching to optimize. UID is applied to ARIA, and 6 721 impossible differential chains are found. The length of those chains is four rounds, the same as eisting results, but more varied in form Moreover, ARIA is a Substitution-Penmtation Network (SPN), not a Feistel structure or generalized Feistel structure as UID was applied to before. 展开更多
关键词 impossle differential cryptanalysis unified impossble differential ARIA block cipher
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黑格尔承认理论的布兰顿式转化
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作者 杨兴凤 《北京大学学报(哲学社会科学版)》 CSSCI 北大核心 2021年第6期37-46,共10页
在诸多对黑格尔承认理论的当代解释与选择性使用中,来自分析传统的布兰顿是独特醒目的。但布兰顿的这种转化式利用,在多大程度上是符合黑格尔的思想原旨与观念架构体系,这既体现"大陆——分析传统"寻求融合所要面临的问题症结... 在诸多对黑格尔承认理论的当代解释与选择性使用中,来自分析传统的布兰顿是独特醒目的。但布兰顿的这种转化式利用,在多大程度上是符合黑格尔的思想原旨与观念架构体系,这既体现"大陆——分析传统"寻求融合所要面临的问题症结,也反映英美分析传统厌倦了形式化分析进路后寻找切入现实问题解释的发展冲动。带着分析哲学传统的布兰顿及匹兹堡学派的思想家们在"语言转向"后的思想基调中来重新发掘黑格尔哲学的承认理论,这会带来诸多后效以及待商榷的结论。 展开更多
关键词 黑格尔 承认理论 布兰顿 匹兹堡学派 分析化使用
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