课题基金 / 基金详情

Collaborative Research: Specification and Estimation of Exponential Family Random Graph Models for Weighted Networks

Collaborative Research: Specification and Estimation of Exponential Family Random Graph Models for Weighted Networks
合作研究:加权网络指数族随机图模型的规范和估计
批准号:
1619644
负责人:
Bruce Desmarais
金额:
$1.78万
依托单位国家:
美国
项目类别:
Standard Grant
财政年份:
2015
资助国家:
美国
项目状态:
已结题
起止时间:
2015-09-01 至 2018-03-31

项目摘要

项目成果

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中文摘要
翻译
了解网络协同效应对动态关系过程的影响在许多现实世界的研究设置中起着重要作用。例子包括了解何种形式的货币和社会政策可以减少国际金融传染的实例,以及不同生理条件对人类大脑中不同相互关联区域的活动水平的作用。对这些领域的统计见解需要分析方法来处理关系的存在和缺失以及网络中单位之间的联系强度。该项目侧重于开发和实施统计方法和软件,以分析加权(即领带强度)网络数据。广义指数随机图模型(GERGM)是构建和检验网络假设的有力工具。该项目将通过以下方式推进GERGM的当前发展状态:(1)更好地理解可以用GERGM表示的网络概率分布空间;开发马尔可夫链蒙特卡罗方法进行估计,这将扩大估计可行的GERGM规范的类别;(3)建立特殊情况下的GERGM约束,便于将相关矩阵作为网络进行研究;(4)发展关于GERGM族性质的渐近理论。作为这项研究的一部分,将开发两种说明性的GERGM应用。第一部分是对全球环境公共政策网络的分析,揭示了全球环境派系与合作的网络特性。第二个应用涉及对人类神经活动网络的分析,旨在理解连接大脑区域的复杂依赖关系。鉴于最近统计网络模型在社会学、遗传学、神经科学、政治学、物理学、金融学、语言学和生态学等不同领域的应用爆炸式增长,预计本项目开发的统计方法将与许多不同领域相关。就加权网络数据的重要性而言,一个领先的领域是神经科学。该项目的目标之一是通过推进创新神经技术,为大脑研究的多机构倡议做出贡献。这个项目提供了另外两项有助于加权网络统计研究的贡献。首先,这个项目将贡献和传播免费和开源的统计软件,允许用户友好的应用程序。第二,本项目所开发的材料将被纳入研究生水平的研究方法课程和研讨会。
英文摘要
Understanding the effect of network synergies on dynamic relational processes plays an important role in a number of real-world research settings. Examples include understanding what forms of monetary and social policy reduce the instance of international financial contagion, and the role of different physiological conditions on the activity levels of different interconnected regions in the human brain. Statistical insights into areas such as these require analytical methods which deal with both the presence and absence of ties as well as tie strengths between units in networks. This project focuses on the development and implementation of statistical methods and software for the analysis of weighted (i.e., tie strength) network data. The generalized exponential random graph model (GERGM) is a powerful tool for formulating and testing hypotheses about networks. The project will advance the current state of development of the GERGM by (1) developing a better understanding of the space of network probability distributions that can be formulated with the GERGM; developing Markov Chain Monte Carlo methods for estimation, which will broaden the class of GERGM specifications for which estimation is feasible; (3) developing special-case GERGM constraints that facilitate the study of correlation matrices as networks; and (4) developing asymptotic theory regarding the properties of the GERGM family. As part of this research, two illustrative applications of the GERGM will be developed. The first one involves the analysis of global environmental public policy networks, which offers insight into the network properties of global environmental faction and cooperation. The second application involves the analysis of neural activity networks in humans, which aims to understand complex dependencies connecting regions of the brain. Given the recent explosion in the application of statistical network models in fields as diverse as sociology, genetics, neuroscience, political science, physics, finance, linguistics, and ecology, it is expected that the statistical methods developed in this project will be relevant to a number of different fields. One of the leading fields, in terms of the prominence of weighted network data, is neuroscience. One of the aims of this project is to contribute to the multi-agency initiative on Brain Research through Advancing Innovative Neurotechnologies. This project offers two additional contributions that will facilitate the statistical study of weighted networks. First, this project will contribute and disseminate free and open-source statistical software that permits user-friendly applications. Second, the material developed in this project will be incorporated into graduate-level research methods coursework and workshops.
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会议论文
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国内基金
海外基金
Research on Quantum Field Theory without a Lagrangian Description
  • 批准号:
    24ZR1403900
  • 项目类别:
    省市级项目
  • 资助金额:
    --
  • 批准年份:
    2024
  • 负责人:
    SATOSHI NAWATA
  • 依托单位:
Cell Research
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