•  73
    A Tail Cone Version of the Halpern–Läuchli Theorem at a Large Cardinal
    Journal of Symbolic Logic 84 (2): 473-496. 2019.
    The classical Halpern–Läuchli theorem states that for any finite coloring of a finite product of finitely branching perfect trees of height ω, there exist strong subtrees sharing the same level set such that tuples in the product of the strong subtrees consisting of elements lying on the same level get the same color. Relative to large cardinals, we establish the consistency of a tail cone version of the Halpern–Läuchli theorem at a large cardinal (see Theorem 3.1), which, roughly speaking, deal…Read more
  •  116
    A Novel Method for Economic Dispatch with Across Neighborhood Search: A Case Study in a Provincial Power Grid, China
    with Guojiang Xiong, Xufeng Yuan, Dongyuan Shi, Yu He, Yao Yao, and Gonggui Chen
    Complexity 2018 1-18. 2018.
  •  73
  • Xing shi luo ji (edited book)
    with Hongdi Tian
    Hunan ke xue ji shu chu ban she. 1986.
  •  50
    Complicated colorings, revisited
    with Assaf Rinot
    Annals of Pure and Applied Logic 174 (4): 103243. 2023.
  •  88
    For achieving the sustainable development goals, green development has been raised to a high position for cities in China. The economic development in Northwest China is slow, the ecological environment is fragile, and the mineral resources are rich. Only through green development can we realize the comprehensive income of regional production development, rich life, and good ecology. This paper measures the green development efficiency of 30 prefecture-level cities in Northwest China by using DE…Read more
  •  44
    Using almost-everywhere theorems from analysis to study randomness
    with Kenshi Miyabe and André Nies
    Bulletin of Symbolic Logic 22 (3): 305-331. 2016.
    We study algorithmic randomness notions via effective versions of almost-everywhere theorems from analysis and ergodic theory. The effectivization is in terms of objects described by a computably enumerable set, such as lower semicomputable functions. The corresponding randomness notions are slightly stronger than Martin–Löf randomness.We establish several equivalences. Given a ML-random realz, the additional randomness strengths needed for the following are equivalent.all effectively closed cla…Read more
  •  202
    Using tDCS to Explore the Role of the Right Temporo-Parietal Junction in Theory of Mind and Cognitive Empathy
    with Xiaoqin Mai, Wenli Zhang, Xinmu Hu, Zhen Zhen, Zhenhua Xu, and Chao Liu
    Frontiers in Psychology 7. 2016.
  •  78
    Morphological Metaphor Mapping of Moral Concepts in Chinese Culture
    with Yingjie Liu, Kang Li, Lina Li, Yuerui Lin, Baxter DiFabrizio, and He Wang
    Frontiers in Psychology 11. 2020.
    According to conceptual metaphor theory, individuals are thought to understand or express abstract concepts by using referents in the physical world—right and left for moral and immoral, for example. In this research, we used a modified Stroop paradigm to explore how abstract moral concepts are metaphorically translated onto physical referents in Chinese culture using the Chinese language. We presented Chinese characters related to moral and immoral abstract concepts in either non-distorted or d…Read more
  • From the Selection of Culture to Ponder over China Modernization
    with Feng-lan Liu and San-Sheng Zhou
    Nankai University (Philosophy and Social Sciences) 4 81-89. 2008.
    Modernization is the common pursuit of human society, and culture, especially the advanced culture of choice determines the direction of modernization. Advanced culture is all the fine blend of history and culture, the crystallization of human civilization, is the sublimation of the spirit of the times, is the modernization and social development, cohesion and internal thrust. The proletariat as a ruling party, the ability to choose the guidelines of advanced culture and always represent the for…Read more
  •  57
    Stationary and closed rainbow subsets
    with Shimon Garti
    Annals of Pure and Applied Logic 172 (2): 102887. 2021.
    We study the structural rainbow Ramsey theory at uncountable cardinals. Compared to the usual rainbow Ramsey theory, the variation focuses on finding a rainbow subset that not only is of a certain cardinality but also satisfies certain structural constraints, such as being stationary or closed in its supremum. In the process of dealing with cardinals greater than ω1, we uncover some connections between versions of Chang's Conjectures and instances of rainbow Ramsey partition relations, addressin…Read more
  •  54
    Errors are inevitable in an increasingly risky and dynamic entrepreneurial environment. The error management and the error climate perceived by the members are crucial to the subsequent innovation behaviors. Maintaining and improving the psychological capital of entrepreneurs under errors is not only the psychological activities of entrepreneurs themselves but also a critical management process in which an organization can influence the psychological factors and behaviors of entrepreneurs throug…Read more
  •  78
    Student–Teacher Relationship: Its Measurement and Effect on Students’ Trait, Performance, and Wellbeing in Private College
    with Li Ying Bai, Zi Ying Li, Wen xin Wu, Li yue Liu, Shao Ping Chen, and Julie N. Y. Zhu
    Frontiers in Psychology 13. 2022.
    Student–teacher relationships have been examined by many studies. However, an omission still exists, the existing scales are not appropriate for studying STRs in private colleges because of the special character of these schools. This paper presents the development and validation of Private-College Student–Teacher Relationship Scale, the first instrument to evaluate student–teacher relationships in private colleges. The PCSTRS has six dimensions: trust, interaction, intimacy, care, approval, and…Read more
  •  90
    Compactness and guessing principles in the Radin extensions
    with Omer Ben-Neria
    Journal of Mathematical Logic 23 (2). 2023.
    We investigate the interaction between compactness principles and guessing principles in the Radin forcing extensions. In particular, we show that in any Radin forcing extension with respect to a measure sequence on [Formula: see text], if [Formula: see text] is weakly compact, then [Formula: see text] holds. This provides contrast with a well-known theorem of Woodin, who showed that in a certain Radin extension over a suitably prepared ground model relative to the existence of large cardinals, …Read more