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四变元Pfaff约束的可积性分析
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作者 张耀宇 贾利群 郑世旺 《平顶山学院学报》 2008年第2期85-88,共4页
给出四变元Pfaff约束可积的具体充要条件和在各种特殊情况下四变元Pfaff约束可积的具体充要条件;给出Pfaff约束在各种特殊情况下可积的充分条件,并举例说明其应用.
关键词 四变元 Pfaff约束 可积 充要条件 充分条件
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四变元非齐次超双曲型方程的特征问题
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作者 高帆 《西北大学学报(自然科学版)》 CAS CSCD 北大核心 2000年第2期101-102,共2页
利用
关键词 超双曲型方程 特征问题 存在性 非齐次 四变元
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Study on the Morphological Differences of Four Carp Populations 被引量:1
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作者 李倩 凌去非 +2 位作者 王磊 王大鹏 佟广军 《Agricultural Science & Technology》 CAS 2011年第9期1270-1272,1282,共4页
[Objective] The aim was to discuss the morphological differences of four carp populations.[Method] Based on traditional morphological data(including countable and measurable characters) and framework data,the morpho... [Objective] The aim was to discuss the morphological differences of four carp populations.[Method] Based on traditional morphological data(including countable and measurable characters) and framework data,the morphological differences and phylogenesis of Yellow River carp population(YR),wild four-naris carp population(WF),farmed four-naris carp population(FF) and carp population from Suzhou section of Wusong River(WR) were studied by means of multivariate analysis.[Result] There was no significant difference(P〉0.05) in countable characters among four carp populations.Discriminant analysis showed the discriminating accuracy of YR,WF,FF and WR population were 87.5%,78.1%,73.5% and 96.8% respectively,and the synthetic discriminating accuracy of four populations was up to 83.7%.In addition,cluster analysis revealed that YR population and WF population clustered together,while FF population and WR population clustered together.Principal component analysis indicated that the morphological differences among four populations mainly came from the head,tail and vertical axis of fish.[Conclusion] The study could provide theoretical foundations for the purification and rejuvenation of rare four-naris carp. 展开更多
关键词 Four-naris carp MORPHOLOGY Multivariate analysis
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Algorithm for reconstructing compressed sensing color imaging using the quaternion total variation
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作者 廖帆 严路 +2 位作者 伍家松 韩旭 舒华忠 《Journal of Southeast University(English Edition)》 EI CAS 2015年第1期51-54,共4页
A new method for reconstructing the compressed sensing color image by solving an optimization problem based on total variation in the quaternion field is proposed, which can effectively improve the reconstructing abil... A new method for reconstructing the compressed sensing color image by solving an optimization problem based on total variation in the quaternion field is proposed, which can effectively improve the reconstructing ability of the color image. First, the color image is converted from RGB (red, green, blue) space to CMYK (cyan, magenta, yellow, black) space, which is assigned to a quaternion matrix. Meanwhile, the quaternion matrix is converted into the information of the phase and amplitude by the Euler form of the quatemion. Secondly, the phase and amplitude of the quatemion matrix are used as the smoothness constraints for the compressed sensing (CS) problem to make the reconstructing results more accurate. Finally, an iterative method based on gradient is used to solve the CS problem. Experimental results show that by considering the information of the phase and amplitude, the proposed method can achieve better performance than the existing method that treats the three components of the color image as independent parts. 展开更多
关键词 total variation compressed sensing quatemion sparse reconstruction color image restoration
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Joint eigenfunctions of invariant differential operators on the quaternion Heisenberg group 被引量:1
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作者 LIU HePing ZHU XiaoJie 《Science China Mathematics》 SCIE 2013年第2期435-441,共7页
Let L be the sublaplacian on the quaternion Heisenberg group N and T the Dirac type operator with respect to central variables of N. In this article, we characterize the He-valued joint eigenfunctions of L and T havin... Let L be the sublaplacian on the quaternion Heisenberg group N and T the Dirac type operator with respect to central variables of N. In this article, we characterize the He-valued joint eigenfunctions of L and T having eigenvalues from the quaternionic Heisenberg fan. 展开更多
关键词 Dirac type operator Heisenberg group joint eigenfunction QUATERNION SUBLAPLACIAN
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