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高维欧氏空间可微函数与复合映射的微分法——链法则
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作者 李兆庚 《大学数学》 1993年第4期77-81,共5页
我们将用L(R^n,R^m)表示所有R^n 到R^m内的线性变换组成的集合,其中加法和数乘规定如下:i)加法:若A,B∈L(R^n,R^m),则定义A+B 为(A+B)(X)=A(X)+B(X) (X∈R^n)ii)数乘:若A∈L(R^n,R^m),α∈R^1,则定义αA 为(αA)(X)=αA(X)
关键词 可微函数 欧氏空间 线性变换 微分法 复合映射 范数公理 标准正交基 定理证明 线性空间 矩阵形式
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A New Latent Class Stochastic Frontier Model for the Best Practices ofUSA's Corporate Governance
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作者 Wided Khiari Yosra Mellouli 《Journal of Modern Accounting and Auditing》 2013年第5期719-727,共9页
In this paper, the authors study the association between firms' specific characteristics and performances for a sample of 320 American firms using a governance efficiency index, calculated by the stochastic frontier ... In this paper, the authors study the association between firms' specific characteristics and performances for a sample of 320 American firms using a governance efficiency index, calculated by the stochastic frontier analysis. The use of a latent class in the specification of the model, allowed detecting two groups of firms according to their specific characteristics: the firm size, the leverage, the dividend yield, and the return on equity (ROE). The results of affectation equation show that the probability to be in the second group (the most efficient) is more important when the firm size, the dividend yield, and the ROE are high, while a high leverage level decreases the chance to be in the first group (the less efficient). 展开更多
关键词 governance index managerial efficiency PERFORMANCE corporate governance mechanisms stochasticfrontier
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