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基于家庭金融性资产与借贷规模的居民收入代际传递研究 被引量:6
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作者 刘建和 胡跃峰 《海南金融》 2014年第3期4-9,33,共7页
近些年来我国居民金融类资产快速增长及家庭财富构成发生巨大变化,笔者将家庭金融性资产、家庭房产价值、家庭借出款与家庭负债作为重要变量引入到收入代际传递模型中,进而阐述了这四类家庭变量对我国居民收入代际传递的影响。结果表明... 近些年来我国居民金融类资产快速增长及家庭财富构成发生巨大变化,笔者将家庭金融性资产、家庭房产价值、家庭借出款与家庭负债作为重要变量引入到收入代际传递模型中,进而阐述了这四类家庭变量对我国居民收入代际传递的影响。结果表明,在控制了子代的特性(性别、年龄、学历背景、政治身份)之后,家庭金融性资产、家庭房产价值与家庭借出款仍对子代的收入产生显著的正向影响,即较高的家庭金融性资产、家庭房产价值与家庭借出款往往能使子代获得较高的收入。然而,家庭负债的代际弹性值未能通过稳健性检验,这表明家庭负债并不是子代收入的显著影响因素。此外,子代的特性,特别是学历背景与政治身份也能对子代的收入产生显著的正向影响。 展开更多
关键词 代际传递 家庭变量 代际弹性 子代特性
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A system of matrix equations and its applications 被引量:4
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作者 WANG QingWen HE ZhuoHeng 《Science China Mathematics》 SCIE 2013年第9期1795-1820,共26页
We derive the solvability conditions and an expression of the general solution to the system of matrix equations A 1X=C1 , A2Y=C2 , YB2=D2 , Y=Y*, A3Z=C3 , ZB3=D3 , Z=Z*, B4X+(B4X)+C4YC4*+D4ZD4*=A4 . Moreover, we inve... We derive the solvability conditions and an expression of the general solution to the system of matrix equations A 1X=C1 , A2Y=C2 , YB2=D2 , Y=Y*, A3Z=C3 , ZB3=D3 , Z=Z*, B4X+(B4X)+C4YC4*+D4ZD4*=A4 . Moreover, we investigate the maximal and minimal ranks and inertias of Y and Z in the above system of matrix equations. As a special case of the results, we solve the problem proposed in Farid, Moslehian, Wang and Wu's recent paper (Farid F O, Moslehian M S, Wang Q W, et al. On the Hermitian solutions to a system of adjointable operator equations. Linear Algebra Appl, 2012, 437: 1854-1891). 展开更多
关键词 linear matrix equation Moore-Penrose inverse RANK INERTIA
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Toeplitz operators on H^2(iR)
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作者 XIE PeiZhu CAO GuangFu 《Science China Mathematics》 SCIE 2011年第9期1995-2004,共10页
In this paper,the essential spectra of Toeplitz operators is discussed,and the K-theory of the Toeplitz algebra generated by {Tφ|φ∈C(iR)} is computed.In addition,the characteristic equation of Toeplitz operators is... In this paper,the essential spectra of Toeplitz operators is discussed,and the K-theory of the Toeplitz algebra generated by {Tφ|φ∈C(iR)} is computed.In addition,the characteristic equation of Toeplitz operators is obtained and the algebraic properties of Toeplitz operators are discussed. 展开更多
关键词 Toeplitz operator Hardy space Fredholm theory
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Influence of the replacement of alkoxyl with alkylthienyl on photovoltaic properties of two small molecule donors for organic solar cells 被引量:2
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作者 Shaoqing Zhang Liyan Yang +4 位作者 Delong Liu Chang He Jianqi Zhang Yun Zhang Jianhui Hou 《Science China Chemistry》 SCIE EI CAS CSCD 2017年第10期1340-1348,共9页
Two benzo[1,2-b:4,5-b¢]dithiophene(BDT)-based small molecule(SM) donor materials with identical conjugated backbones but different substitution groups, named as DRTB-O and DRTB-T, were well explored to demonstrate th... Two benzo[1,2-b:4,5-b¢]dithiophene(BDT)-based small molecule(SM) donor materials with identical conjugated backbones but different substitution groups, named as DRTB-O and DRTB-T, were well explored to demonstrate the influence of the replacement of alkoxy with alkylthienyl on their photovoltaic properties in fullerene-based and fullerene-free organic solar cells(OSCs). The study shows that the two SM donors possess similar absorption spectra and energy levels but different crystalline structures in solid films. The carrier transport property and phase separation morphologies of the blend films have also been fully investigated.By employing PC71 BM as the acceptor, the power conversion efficiency(PCE) of DRTB-O:PC71BM and DRTB-T:PC71BM based devices were 4.91% and 7.08%, respectively. However, by blending with IDIC, the two SM donors exhibited distinctly different photovoltaic properties in fullerene-free OSCs, and the PCE of DRTB-O:IDIC and DRTB-T:IDIC based devices were 0.15% and9.06%, respectively. These results indicate that the replacement of alkoxyl with alkylthienyl in designing SM donor materials plays an important role in the application of fullerene-free OSCs. 展开更多
关键词 organic solar cells small molecule fullerene-free side chain molecular design
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