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121.
The relevance-weighted likelihood function weights individual contributions to the likelihood according to their relevance for the inferential problem of interest. Consistency and asymptotic normality of the weighted maximum likelihood estimator were previously proved for independent sequences of random variables. We extend these results to apply to dependent sequences, and, in so doing, provide a unified approach to a number of diverse problems in dependent data. In particular, we provide a heretofore unknown approach for dealing with heterogeneity in adaptive designs, and unify the smoothing approach that appears in many foundational papers for independent data. Applications are given in clinical trials, psychophysics experiments, time series models, transition models, and nonparametric regression. Received: April 2000 相似文献
122.
电子商务的日益常态化正在改变城乡居民的消费水平,而物流配送效率对电子商务良好发展与居民最终消费体验又发挥着不可忽视的作用.采用面板数据联立方程模型,分别从全国层面与区域层面研究电子商务、物流配送效率与城乡消费差距三者之间的联动效应.研究发现,电子商务的发展与物流配送效率之间呈现双向促进的关系,且电子商务通过提高物流配送效率能够间接缩小城乡消费差距,同时三者之间的关系存在显著区域差异. 相似文献
123.
[目的]探索农业服务业和农业生产区域专业化之间的相互关系,从而为农业服务业持续发展和农业生产区域专业化水平提升寻找可能路径。[方法]文章运用2003—2015年全国28个省的面板数据建立联立方程组模型检验农业服务业和农业生产区域专业化之间的协同效应。[结果](1)从全国层面来看,农业服务业产值增加1%使得农业生产的区域集中度指数提高0. 08%,结果在1%的水平上显著;前一期农业生产区域集中度指数提高1%使得当期农业服务业产值提高5. 348%,结果在5%的水平上显著;(2)西部地区农业服务业产值增加1%使得农业生产的区域集中度指数提高0. 342%,前一期农业生产区域集中度指数提高1%使得当期农业服务业产值提高7. 474%,结果分别在10%和5%的水平上显著;(3)东部地区农业服务业产值增加1%使得农业生产的区域集中度指数提高0. 099%,前一期农业生产区域集中度指数提高1%使得当期农业服务业产值提高5. 874%,结果均在5%的水平上显著;(4)中部地区农业服务业产值增加没有显著影响农业生产区域集中度指数,前一期农业生产区域集中度指数对当期农业服务业产值有5%水平上显著正向的影响,影响弹性为4. 531。[结论](1)农业服务业和农业生产区域专业化在全国层面表现出互相促进的协同效应,但是,该协同效应在东部、中部和西部地区表现出明显的差异;(2)西部地区农业服务业和生产区域专业化的协同效应最强烈;(3)东部地区农业服务业和生产区域专业化表现出协同效应,但不及西部强烈;(4)中部地区农业服务业和生产区域专业化没有表现出明显的协同效应。据此该文认为进一步优化农业产业布局应当重视农业服务业和区域生产专业化的协同效应及其地区差异。 相似文献
124.
125.
Andrew Papanicolaou 《Mathematical Finance》2019,29(1):208-248
This paper considers a non‐Markov control problem arising in a financial market where asset returns depend on hidden factors. The problem is non‐Markov because nonlinear filtering is required to make inference on these factors, and hence the associated dynamic program effectively takes the filtering distribution as one of its state variables. This is of significant difficulty because the filtering distribution is a stochastic probability measure of infinite dimension, and therefore the dynamic program has a state that cannot be differentiated in the traditional sense. This lack of differentiability means that the problem cannot be solved using a Hamilton–Jacobi–Bellman equation. This paper will show how the problem can be analyzed and solved using backward stochastic differential equations, with a key tool being the problem's dual formulation. 相似文献
126.
We consider the problem of optimal investment when agents take into account their relative performance by comparison to their peers. Given N interacting agents, we consider the following optimization problem for agent i, : where is the utility function of agent i, his portfolio, his wealth, the average wealth of his peers, and is the parameter of relative interest for agent i. Together with some mild technical conditions, we assume that the portfolio of each agent i is restricted in some subset . We show existence and uniqueness of a Nash equilibrium in the following situations:
- ‐ unconstrained agents,
- ‐ constrained agents with exponential utilities and Black–Scholes financial market.
127.
128.
The non-accelerating wage rate of unemployment (NAWRU indicator), used by the OECD as a measure of structural unemployment, has risen for the four Nordic countries Denmark, Finland, Norway and Sweden. In this paper we present stable empirical wage equations for the same countries over the period 1964–1994, in sharp contrast to the increased NAWRU estimates. The instability of the NAWRU estimates is an artefact of a misspecified underlying wage equation, and not due to instability in wage setting itself.
JEL classification : E 24; E 31; E 64; J 51 相似文献
JEL classification : E 24; E 31; E 64; J 51 相似文献
129.
This is a companion paper to the authors ‘Asset Prices in an Exchange Economy with Habit Formation” in Econometrica which focuses on consumption demand and asset pricing when preferences are habit forming. Here we prove existence of optimal consumption-portfolio policies for (i) utility functions for which the marginal cost of consumption (MCC) interacts with the habit formation process and satisfies a recursive integral equation with forward functional Lipschitz integrand and (ii) utilities for which the MCC is independent of the standard of living and satisfies a recursive integral equation with locally Lipschitz integrand. Result (i) is demonstrated here for the first time. Result (ii) is novel and enables us to consider Cobb-Douglas utilities without placing lower bounds on the system of Arrow-Debreu prices. We also review and extend our earlier results in the linear case; in particular, we provide new insights about the structure of optimal portfolios. Additional new features of the model include the possibility of finite marginal utility of consumption at zero and habit formation mechanisms with stochastic coefficients. an extension to a financial market model with general processes is outlined. A byproduct of the analysis is a set of fixed-point theorems for recursive integral equations with forward functional Lipschitz or locally Lipschitz integrands. 相似文献
130.