概率组合学博士研究员
PhD Studentship: Probabilistic Combinatorics
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
- 本项目旨在让学生掌握概率方法等工具，并将其应用于组合学领域的开放性研究问题，研究各种组合模型（如Erdős–Rényi随机图）的典型性质和离散随机过程。
- 申请条件
- 申请者需持有数学专业硕士级别的一等学位（或同等学历），在组合学和离散概率论或相关领域具备扎实背景，并拥有良好的口头与书面沟通能力。
- 待遇
- 原文未说明具体薪资待遇与合同细节。
- 申请方式
- 请点击上方的“Apply”按钮查看申请程序和奖学金申请截止日期。
由 gemini-2.5-flash-lite 生成，博士岗判定置信度 100%。
岗位信息
- 截止
- （Europe/London） 剩 90 天
- 学科
- 数学
- 合同类型
- 雇佣合同
- 原帖发布
- 本站收录
- 内容更新
- 原帖导师候选（待核验）
- Joshua Erde
- 来源
- jobs.ac.uk（英国博士项目及学术招聘） · 最近核对 2026-10-20
- 详情核验
判定依据（原文摘录）
- 这是一个博士培养机会
PhD Studentship: Probabilistic Combinatorics
- 申请者需要数学专业硕士学位
A first class degree in Mathematics at the Master’s level (or equivalent)
- 导师为 Dr Joshua Erde
The project will be supervised Dr by Joshua Erde
原文
The probabilistic method is a powerful tool which has been especially influential in the fields of combinatorics and computer science. In the context of combinatorics, this method was pioneered by Erdős, who demonstrated that random constructions could often be effective in settings where explicit constructions are infeasible. These ideas, establishing a correspondence between counting and probability, allow for the application of tools from probability theory to combinatorial problems and motivate the study of the typical properties of various combinatorial models, such as the Erdős–Rényi random graph, and discrete random processes. The aim of this project is for the student to develop an understanding of these tools and to apply these techniques to open research problems in the field.
The project will be supervised Dr by Joshua Erde ( j.erde@bham.ac.uk ).
Entry requirements:
We are looking for an enthusiastic and highly-motivated graduate with
• A first class degree in Mathematics at the Master’s level (or equivalent);
• A strong background in combinatorics and discrete probability, or related fields;
• Good communication skills (oral and written).
For the application procedure and the deadlines for scholarship applications please click on the ' Apply ' button above.