Results for 'Guozhen Feng'

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  1. Zhongguo zhe xue shi bian lan.Dayang Pei, Hsueh-Chih Liu & Guozhen Feng (eds.) - 1988 - Xining: Qinghai sheng xin hua shu dian fa xing.
     
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  2. Sun xia feng li er qu xue pu.Guozhen Xie - 1934 - [China]: [Publisher Not Identified].
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  3.  8
    Zhi rong ru shu xin feng cu he xie: She hui zhu yi rong ru guan dang zheng gan bu xue xi du ben.Chenguang Xu, Jixiong Deng & Guozhen Zeng (eds.) - 2006 - Changsha Shi: Hunan ren min chu ban she.
  4. Huang Li-chou hsüeh pʻu.Guozhen Xie - 1967
     
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  5.  18
    Factorials of infinite cardinals in zf part I: Zf results.Guozhen Shen & Jiachen Yuan - 2020 - Journal of Symbolic Logic 85 (1):224-243.
    For a set x, let ${\cal S}\left$ be the set of all permutations of x. We prove in ZF several results concerning this notion, among which are the following: For all sets x such that ${\cal S}\left$ is Dedekind infinite, $\left| {{{\cal S}_{{\rm{fin}}}}\left} \right| < \left| {{\cal S}\left} \right|$ and there are no finite-to-one functions from ${\cal S}\left$ into ${{\cal S}_{{\rm{fin}}}}\left$, where ${{\cal S}_{{\rm{fin}}}}\left$ denotes the set of all permutations of x which move only finitely many elements. For all sets (...)
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  6.  12
    The power set and the set of permutations with finitely many non‐fixed points of a set.Guozhen Shen - 2023 - Mathematical Logic Quarterly 69 (1):40-45.
    For a cardinal, we write for the cardinality of the set of permutations with finitely many non‐fixed points of a set which is of cardinality. We investigate the relationships between and for an arbitrary infinite cardinal in (without the axiom of choice). It is proved in that for all infinite cardinals, and we show that this is the best possible result.
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  7.  7
    On a cardinal inequality in ZF$\mathsf {ZF}$.Guozhen Shen - forthcoming - Mathematical Logic Quarterly.
    It is proved in (without the axiom of choice) that for all infinite cardinals and all natural numbers, where is the cardinality of the set of permutations with exactly non‐fixed points of a set which is of cardinality.
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  8.  30
    Factorials of infinite cardinals in zf part II: Consistency results.Guozhen Shen & Jiachen Yuan - 2020 - Journal of Symbolic Logic 85 (1):244-270.
    For a set x, let S(x) be the set of all permutations of x. We prove by the method of permutation models that the following statements are consistent with ZF: (1) There is an infinite set x such that |p(x)|<|S(x)|<|seq^1-1(x)|<|seq(x)|, where p(x) is the powerset of x, seq(x) is the set of all finite sequences of elements of x, and seq^1-1(x) is the set of all finite sequences of elements of x without repetition. (2) There is a Dedekind infinite set (...)
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  9.  14
    A Note on Strongly Almost Disjoint Families.Guozhen Shen - 2020 - Notre Dame Journal of Formal Logic 61 (2):227-231.
    For a set M, let |M| denote the cardinality of M. A family F is called strongly almost disjoint if there is an n∈ω such that |A∩B|<n for any two distinct elements A, B of F. It is shown in ZF (without the axiom of choice) that, for all infinite sets M and all strongly almost disjoint families F⊆P(M), |F|<|P(M)| and there are no finite-to-one functions from P(M) into F, where P(M) denotes the power set of M.
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  10.  7
    Yi jie luo ji yu yi jie li lun.Feng Ye - 1994 - Beijing: Jing xiao Xin hua shu dian.
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  11.  2
    Zhu Xi de zhong ji guan huai.Feng Zhao - 2004 - Shanghai: Hua dong shi fan da xue chu ban she.
    本书共三章,内容包括:儒者关怀的宏观定位——对佛老之学的批判反思、个体生命的意义安置——修养学说的形成和发展、社会理想的执着追求——改造现实的理论与实践。.
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  12. Chungguk chʻŏrhak sa.Youlan Feng - 1975
     
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  13. Jen sheng chih chih hui.Feng-chi Wang - unknown
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  14.  1
    Makesi zhu yi zhe xue tong su du ben.Feng Yu (ed.) - 1990 - [Peking]: Xin hua shu dian jing xiao.
  15.  15
    Cantor’s Theorem May Fail for Finitary Partitions.Guozhen Shen - forthcoming - Journal of Symbolic Logic:1-18.
    A partition is finitary if all its members are finite. For a set A, $\mathscr {B}(A)$ denotes the set of all finitary partitions of A. It is shown consistent with $\mathsf {ZF}$ (without the axiom of choice) that there exist an infinite set A and a surjection from A onto $\mathscr {B}(A)$. On the other hand, we prove in $\mathsf {ZF}$ some theorems concerning $\mathscr {B}(A)$ for infinite sets A, among which are the following: (1) If there is a finitary (...)
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  16. Gu Ningren xue pu.Guozhen Xie - 1967
     
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  17. Ku Tʻing-lin hsüeh pʻu.Guozhen Xie - 1957
     
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  18.  46
    A standardised database of Chinese emotional film clips.Yan Ge, Guozhen Zhao, Yulin Zhang, Rebecca J. Houston & Jinjing Song - 2018 - Cognition and Emotion 33 (5):976-990.
    ABSTRACTFilm clips are widely used in emotion research due to their relatively high ecological validity. Although researchers have established various film clip sets for different cultures, the few that exist related to Chinese culture do not adequately address positive emotions. The main purposes of the present study were to establish a standardised database of Chinese emotional film clips that could elicit more categories of reported positive emotions compared to the existing databases and to expand the available film clips that can (...)
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  19.  16
    A Generalized Cantor Theorem In.Yinhe Peng & Guozhen Shen - 2024 - Journal of Symbolic Logic 89 (1):204-210.
    It is proved in $\mathsf {ZF}$ (without the axiom of choice) that, for all infinite sets M, there are no surjections from $\omega \times M$ onto $\operatorname {\mathrm {\mathscr {P}}}(M)$.
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  20. Gene Section.Feng Cui & Yanzhuang Wang - forthcoming - Http://Atlasgeneticsoncology. Org.
  21.  8
    Remarks on infinite factorials and cardinal subtraction in ZF$\mathsf{ZF}$.Guozhen Shen - 2022 - Mathematical Logic Quarterly 68 (1):67-73.
    The factorial of a cardinal, denoted by, is the cardinality of the set of all permutations of a set which is of cardinality. We give a condition that makes the cardinal equality provable without the axiom of choice. In fact, we prove in that, for all cardinals, if and there is a permutation without fixed points on a set which is of cardinality, then.
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  22.  8
    Remarks on infinite factorials and cardinal subtraction in ZF$\mathsf{ZF}$.Guozhen Shen - 2022 - Mathematical Logic Quarterly 68 (1):67-73.
    The factorial of a cardinal, denoted by, is the cardinality of the set of all permutations of a set which is of cardinality. We give a condition that makes the cardinal equality provable without the axiom of choice. In fact, we prove in that, for all cardinals, if and there is a permutation without fixed points on a set which is of cardinality, then.
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  23.  7
    Yi shu fu hao mei xue: Sushan Langge mei xue si xiang yan jiu = Yishufuhaomeixue.Feng Wu - 2002 - Beijing: Jing xiao xin hua shu dian zong dian Beijing fa xing suo jing xiao.
    苏珊·朗格是西方美学史上迄今为止惟一的一位声名显赫的女性美学家。本书勾勒了朗格的生平,揭示了朗格哲学美学思想演化的内在脉络,阐述了她的符号论思想、生命形式、逻辑类似、艺术幻象等理论。.
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  24.  18
    From Expert to Elite? — Research on Top Archer’s EEG Network Topology.Feng Gu, Anmin Gong, Yi Qu, Aiyong Bao, Jin Wu, Changhao Jiang & Yunfa Fu - 2022 - Frontiers in Human Neuroscience 16.
    It is not only difficult to be a sports expert but also difficult to grow from a sports expert to a sports elite. Professional athletes are often concerned about the differences between an expert and an elite and how to eventually become an elite athlete. To explore the differences in brain neural mechanism between experts and elites in the process of motor behavior and reveal the internal connection between motor performance and brain activity, we collected and analyzed the electroencephalography findings (...)
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  25.  7
    中介论: 改革方法论.Feng Ai - 1993 - Kunming Shi: Yunnan sheng xin hua shu dian jing xiao.
    艾丰(1938~),河北玉田人,人民日报编委、经济部主任、高级记者,兼任中国社会科学院研究生院教授,中国人民大学新闻学院教授.
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  26.  2
    Zhong jie lun: gai ge fang fa lun.Feng Ai - 1993 - Kunming Shi: Yunnan sheng xin hua shu dian jing xiao.
    艾丰(1938~),河北玉田人,人民日报编委、经济部主任、高级记者,兼任中国社会科学院研究生院教授,中国人民大学新闻学院教授.
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  27. Shen mei fen xi.Feng Sai - 1985 - Wuchang: Xin hua shu dian Hubei fa xing suo fa xing. Edited by Shule Li.
     
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  28.  8
    Clothing Degree Zero: A Late Reading of Barthes’ Fashion ‘System’.Feng Jie - 2020 - Theory, Culture and Society 37 (4):97-118.
    Drawing upon Roland Barthes’ posthumously published notebooks from his 1974 trip to China, in which he remarks upon the ‘complete absence of fashion. Clothing degree zero’, this article offers a ‘late’ reading of Barthes’ interest in fashion, suggested here as a form of writing. In reference to the late works, specifically Barthes’ penultimate lecture course on the Neutral and Travels in China, supplemented by François Jullien’s comments on Barthes’ trip to China, as well as mention of Michelangelo Antonioni’s film Chung (...)
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  29.  21
    The Interactive Effect of Authentic Leadership and Leader Competency on Followers’ Job Performance: The Mediating Role of Work Engagement.Feng Wei, Yi Li, Yi Zhang & Shubo Liu - 2018 - Journal of Business Ethics 153 (3):763-773.
    The effect of authentic leadership and leader competency on employee job performance has received growing attention in the past decades; however, few studies have simultaneously integrated these two leadership perspectives. We have thus developed a mediated moderation model to test the interactive effect of authentic leadership and competency on followers’ job performance through work engagement. Based on a sample of 248 subordinate–supervisor pairs, hierarchical regression analyses reveal that authentic leadership positively relates to followers’ task performance and organizational citizenship behavior ; (...)
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  30.  13
    Hold the future, let the past go: Attention prefers the features of future targets.Feng Du, Kan Zhang & Richard A. Abrams - 2014 - Cognition 131 (2):205-215.
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  31.  20
    A Short and Readable Proof of Cut Elimination for Two First-Order Modal Logics.Feng Gao & George Tourlakis - 2015 - Bulletin of the Section of Logic 44 (3/4):131-147.
    A well established technique toward developing the proof theory of a Hilbert-style modal logic is to introduce a Gentzen-style equivalent (a Gentzenisation), then develop the proof theory of the latter, and finally transfer the metatheoretical results to the original logic (e.g., [1, 6, 8, 18, 10, 12]). In the first-order modal case, on one hand we know that the Gentzenisation of the straightforward first-order extension of GL, the logic QGL, admits no cut elimination (if the rule is included as primitive; (...)
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  32.  17
    The Development and Validation of a Cognitive Diversity Scale for Chinese Academic Research Teams.Feng Dong, Jian Peng, Xiao Wang & Minhui Tang - 2021 - Frontiers in Psychology 12.
    Cognitive diversity is an important concept stemming from western management research in the 1990s. With the rapid development of science and technology, there is a growing interest in the composition of an academic research team, such as team diversity. However, there is no tool available for measuring team cognitive diversity for academic research teams. Based on Van der Vegt’s theoretical model of TCD, an Academic Research Team Cognitive Diversity Scale is developed and validated for an academic research team in our (...)
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  33. Part III: Chinese Aesthetics. Introduction: From the Classical to the Modern / Gao Jianping ; Several Inspirations from Traditional Chinese Aesthetics / Ye Lang ; The Theoretical Significance of Painting as Performance / Gao Jianping ; A Study in the Onto-Aesthetics of Beauty and Art: Fullness (chongshi) and Emptiness (kongling) as Two Polarities in Chinese Aesthetics / Cheng Chung-ying ; On the Modernisation of Chinese Aesthetics.Peng Feng & Reflections on Avant-Garde Theory in A. Chinese-Western Cross-Cultural Context - 2010 - In Ken'ichi Sasaki (ed.), Asian Aesthetics. Singapore: National Univeristy of Singapore Press.
     
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  34. Feng feng hutchins.Feng Feng Hutchins - 2007 - Feminist Studies 33 (3):510-517.
     
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  35.  10
    12. Fact and Experience: A Look at the Root of Philosophy from the Happy Fish Debate.Feng Peng - 2015 - In Roger T. Ames & Takahiro Nakajima (eds.), Zhuangzi and the Happy Fish. Honolulu: University of Hawaii Press. pp. 229-247.
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  36.  11
    Does CSR Engagement Deter Corporate Misconduct? Quasi-natural Experimental Evidence from Firms Joining a Government-Initiated Social Program in China.Feng He, Xin Huang, Guanchun Liu & Ziqiao Wang - forthcoming - Journal of Business Ethics:1-33.
    We examine the impact of a government-initiated CSR project on corporate misconduct using the unique setting of China’s Targeted Poverty Alleviation (TPA) program. The difference-in-differences estimates show that firms participating in the TPA program engage in fewer misconduct activities than do their counterparts. This finding is robust to the parallel trends test, the placebo test, alternative regression specifications, alternative research designs, the reverse causality analysis, and the bivariate probit model with partial observability. Further analysis shows that TPA participation enhances the (...)
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  37.  13
    Perceptual Improvement of Lexical Tones in Infants: Effects of Tone Language Experience.Feng-Ming Tsao - 2017 - Frontiers in Psychology 8.
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  38.  7
    Averaged Soft Actor-Critic for Deep Reinforcement Learning.Feng Ding, Guanfeng Ma, Zhikui Chen, Jing Gao & Peng Li - 2021 - Complexity 2021:1-16.
    With the advent of the era of artificial intelligence, deep reinforcement learning has achieved unprecedented success in high-dimensional and large-scale artificial intelligence tasks. However, the insecurity and instability of the DRL algorithm have an important impact on its performance. The Soft Actor-Critic algorithm uses advanced functions to update the policy and value network to alleviate some of these problems. However, SAC still has some problems. In order to reduce the error caused by the overestimation of SAC, we propose a new (...)
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  39. Gao Ertai mei xue si xiang yan jiu.Feng Ding - 1987 - Shenyang: Liaoning sheng xin hua shu dian fa xing.
     
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  40. Mei xue dao lun =.Feng Ding - 1986 - [Changchun shi]: Jilin sheng xin hua shu dian fa xing. Edited by Xikun Zhang.
     
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  41. Mei xue qian tan.Feng Ding - 1984 - Shenyang: Liaoning sheng xin hua shu dian fa xing.
     
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  42. Mei xue qian tan: zhi you ren di xin.Feng Ding - 1981 - Shenyang: Liaoning sheng xin hua shu dian fa xing.
     
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  43. Makesi zhu yi shen mei guan.Feng Ding - 1984 - [Changchun Shi]: Jilin Sheng xin hua shu dian fa xing. Edited by Changqing Li & Zhanguo Sun.
     
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  44.  11
    Liu, Zhi 劉志, The Collection of Chinese Handwritten Daoist Scriptures 中國道教寫本經藏.Feng Song - 2023 - Dao: A Journal of Comparative Philosophy 22 (3):511-515.
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  45.  8
    Zi ran yu zi you: Lao Zhuang sheng ming zhe xue yan jiu.Fenge Fu - 2010 - Beijing: Ren min chu ban she.
    本书主要从五个方面对老庄生命哲学进行梳理和阐发.一是老庄生命哲学形成的原因分析.二是老庄的生命本质论.三是老庄的生命价值论.四是老庄的生命过程论.五是老庄的生命境界论.
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  46.  3
    大道希夷: 近现代的先秦道家研究.Feng Gao - 1997 - Shenyang Shi: Jing xiao zhe Liaoning sheng Xin hua shu dian.
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  47.  2
    Da dao xi yi: jin xian dai di xian Qin dao jia yan jiu.Feng Gao - 1997 - Shenyang Shi: Jing xiao zhe Liaoning sheng Xin hua shu dian.
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  48.  2
    魏晉玄学十日谈.Feng Gao, Hongcai Dai & Haiyan Lei - 1997 - Hefei Shi: Fa xing Anhui sheng xin hua shu dian. Edited by Hongcai Dai & Haiyan Lei.
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  49.  4
    Wei Jin xuan xue shi ri tan =.Feng Gao - 1997 - Hefei Shi: Fa xing Anhui sheng xin hua shu dian. Edited by Hongcai Dai & Haiyan Lei.
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  50.  3
    Xuan xue shi ri tan.Feng Gao (ed.) - 2009 - Shanghai: Shanghai ci shu chu ban she.
    本书主要内容包括:名理、玄言和风度;从“九品中正制”到《人物志》;得“意”忘“象”;枉入红尘的“逸气”和“弃才”;适性逍遥;《易》外别传;“空”“无”之辨;“言不尽意”和“寄言出意”等.
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