•  11
    Adjoining cofinitary permutations
    Archive for Mathematical Logic 42 (2): 153-163. 2003.
    We construct several forcing models in each of which there exists a maximal cofinitary group, i.e., a maximal almost disjoint group, G≤Sym, such that G is also a maximal almost disjoint family in Sym. We also ask several open questions in this area in the fourth section of this paper.
  •  8
    国家社会科学基金项目获“高等学校优秀青年教师教学科研奖励计划资助”(TRAPOYT)
  •  7
    CEO Overconfidence and Corporate Innovation Outcomes: Evidence From China
    with Zhongze Li
    Frontiers in Psychology 13. 2022.
    This study examines how chief executive officer overconfidence can influence the quantity, quality and direction of corporate innovation using Chinese firms for the period 2009–2016. Our results suggest that overall, CEO overconfidence has a positive impact on firm innovation productivity. Furthermore, this effect is significant for Chinese non-SOEs but not for Chinese SOEs. Specifically, an overconfident CEO can facilitate firm innovation in new technological areas but not in the firm’s existin…Read more
  •  7
    Zhuan xing zhong de ke xue zhe xue (edited book)
    with Sumei Cheng and Xiaoming Yang
    Ke xue chu ban she. 2011.
  •  5
    Adjoining Cofinitary Permutations
    Journal of Symbolic Logic 64 (4): 1803-1810. 1999.
    We show that it is consistent with ZFC + $\neg$CH that there is a maximal cofinitary group G $\leq$ Sym such that G is a proper subset of an almost disjoint family A $\subseteq$ Sym and |G| < |A|. We also ask several questions in this area.
  •  3
    Spin-resolved photoemission study of epitaxially grown MoSe 2 and WSe 2 thin films
    with S. K. Mo, C. Hwang, M. Fanciulli, S. Muff, Hugo Dil J., Z. X. Shen, and Z. Hussain
    © 2016 IOP Publishing Ltd.Few-layer thick MoSe2 and WSe2 possess non-trivial spin textures with sizable spin splitting due to the inversion symmetry breaking embedded in the crystal structure and strong spin-orbit coupling. We report a spin-resolved photoemission study of MoSe2 and WSe2 thin film samples epitaxially grown on a bilayer graphene substrate. We only found spin polarization in the single-and trilayer samples-not in the bilayer sample-mostly along the out-of-plane direction of the sam…Read more
  •  3
    Ru jia wen yi si xiang shi
    Da xiang chu ban she. 2021.
    Detailed summary in vernacular field only.
  •  2
    Cofinitary Groups, almost Disjoint and Dominating Families
    with Michael Hrusak and Juris Steprans
    Journal of Symbolic Logic 66 (3): 1259-1276. 2001.
    In this paper we show that it is consistent with ZFC that the cardinality of every maximal cofinitary group of Sym is strictly greater than the cardinal numbers $\mathfrak{o}$ and $\mathfrak{a}$.
  •  1
    Wang Ming and the pursuit of poetic beauty show other Tang poets, the pastoral poetry, from the clever to the shape of early words, becomes the Xing as exquisite mood to create. Wang specializes in the performance of the empty mountains, the quiet beauty, Meng Cheng in the writing scene in rivers and lakes of pure pale superior; to Wang Meng as the center, forming a landscape of poetry similar to Tang Poetry. His poetry, recluse by the wind and Zen influenced thinking, feelings are willing to lo…Read more
  • On the Voice and Spirit of the Poetry of Prime Tang Dynasty
    with Chun-Qing Sun
    Nankai University (Philosophy and Social Sciences) 6 47-52. 2005.
    "The Voice of the Tang Dynasty," the strong voice of the times, the pride of Tang, Gao Bing in "Poetry is the sound" touted in the "Rhythm pure finish" is a refined aesthetic qualities of Tang poetry, established the Ming Dynasty. " Tang poetry must be "the aesthetic ideal. Ming Tang on the physical tone, trying to implement Sheng Tang wonderful rhyme poems for the rule-based method, resulting in obtaining the fur and missing the spirit of the abuse. If designed as Fengshen on the rise and poetr…Read more
  • Cofinitary Groups and Almost Disjoint Families
    Dissertation, Rutgers the State University of New Jersey - New Brunswick. 1997.
    In this thesis, we study the cardinalities of maximal cofinitary permutation groups . We also study several mad families of reals which are defined in Definition 1.3.1, 1.3.2 and 1.3.3