统计学博士研究员(含教学助理职责,3204 - 4051 欧元/月)
PhD-TA in Statistics
原帖优先:申请材料、截止时间与资格以原帖和学校官方说明为准。
AI 中文速览
- 研究内容
- 研究方向为函数型数据分析,开发用于估计时变网络结构以及检测函数型时间序列中结构变化的统计方法与软件。重点研究函数型时间序列中的相依结构理论工具,构建时变网络并控制复杂环境下的错误连接。
- 申请条件
- 候选人应极具对数理统计和严谨证明的亲和力,热衷于开发、实现新方法并将其应用于真实世界数据。
- 待遇
- 月薪为 3204 至 4051 欧元。
- 申请方式
- 原文未说明具体的申请方式与截止日期,请参考埃因霍芬理工大学官方招聘页面提交申请。
由 gemini-2.5-flash-lite 生成,博士岗判定置信度 100%。
岗位信息
- 截止
- (Europe/Amsterdam) 剩 6 天
- 学科
- 数学
- 合同类型
- 雇佣合同
- 原文薪资
- EUR 3,204–4,051 / 月(税前)
- 税后月薪(估)
- ¥19,000–¥24,000;房租后 ¥11,100–¥16,100
- 估算假设
- 单身、无子女、雇佣合同的粗略估算,以学校 offer 为准;扣除率 25%;汇率日期 2026-10-01
- 原帖发布
- 本站收录
- 内容更新
- 原帖导师候选(待核验)
- Lujia Bai, Jeanine Duistermaat
- 来源
- AcademicTransfer(荷兰学术招聘) · 最近核对 2026-10-12
- 详情核验
判定依据(原文摘录)
- 这是一项博士培养机会
Are you our next PhD candidate in functional data analysis?
原文
Are you our next PhD candidate in functional data analysis? Are you passionate about developing statistical methodology for complex, dynamic data? Join our team to develop methods for estimating time-varying network structures and detecting structural changes in functional time series.
Information In many scientific fields, observations are increasingly collected in the form of functions rather than simple numerical measurements. Examples include brain signals recorded continuously over time, and economic indicators observed as curves or distributions. Such functional time series often exhibit temporal dependence, non-stationarity, and complex non-Euclidean structures. These features contain valuable information, but they also make conventional statistical methods difficult to apply and can lead to unreliable conclusions.
Network structures provide a useful way to describe the relationships among the components of these complex data. In neuroscience, for example, connections between brain regions may be inferred from functional imaging signals rather than observed directly. Understanding which connections are present, how they evolve over time, and when structural changes occur is essential for scientific interpretation. Existing methods may produce false or missed connections when the observations are dependent, non-stationary, and non-Euclidean.
In this project, you will investigate theoretical tools for analysing dependence structures in functional time series. You will develop new methods and statistical softwares for constructing time-varying networks, detecting structural changes, and controlling false connections in complex settings. The proposed methods will contribute to deeper insights in distinguishing connections and changes from random variation in scientific studies. The PhD candidate will be supervised by Lujia Bai and Jeanine Duistermaat , and will publish in international scientific journals, participate in international conferences, and develop an independent research profile.
You will join the Statistics, Probability and Operations Research (SPOR) cluster in the Department of Mathematics and Computer Science at Eindhoven University of Technology. The cluster offers a collaborative research environment that connects time series analysis, functional data and network analysis. We work closely with external partners who drive innovation and growth, and our research is strongly embedded in applications such as anomaly detection, process monitoring and improvement, weather and climate forecasting, and statistical bioinformatics.
As an ideal candidate, you have a strong affinity for mathematical statistics and rigorous proofs, as well as a passion for developing and implementing novel methods and applying them to real-world data.