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Doshisha University

Postdoctoral Researcher in Operator Learning for Gradient Flows and Mathematical Analysis Doshisha University in Japan

Degree Level

Postdoc

Field of study

Computer Science

Funding

Postdoctoral position funded by the project's research grants. Annual income starts at about 4 million yen, with allowances paid according to university regulations. Commuting allowance and insurance premium subsidy are mentioned. No dedicated personal research allowance is provided, and travel/relocation expenses are not covered.

Deadline

Nov 30, 2026

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Country

Japan

University

Doshisha University

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Keywords

Computer Science
Mathematics
Functional Analysis
Convex Analysis
Analytical Mathematics
Inverse Problem

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About this position

Doshisha University is recruiting one postdoctoral researcher for the Royal Society international collaborative research project “ISPF International Collaboration Awards 2025 Round 2 - Japan: Operator Learning for Gradient Flows with Applications in Imaging.” The position is based at Doshisha University, Kyotanabe Campus, Kyoto Prefecture, Japan, and is part of the Research and Innovation Promotion Organization.

The project is carried out in collaboration with Professor Yury Korolev of the University of Bath (UK). The research focus is on the mathematical foundations of operator learning, with themes including operator learning, gradient flows, convex analysis, functional analysis, inverse problems, neural operators, and transformers. The university notes that applicants do not need to be proficient in all of these areas, but should be willing to engage actively with new research topics and collaborate toward publications in international journals.

This is a fixed-term postdoctoral appointment from 2027-04-01 to 2029-03-31. There are no teaching duties, and research communication can be conducted in English; Japanese is not required. The salary is listed as about 4 million yen per year or more, with allowances according to university regulations. The posting mentions commuting allowance and insurance-related subsidies, but also states that there is no dedicated personal research allowance and travel/relocation expenses are not covered.

Eligibility: a doctoral degree in mathematics or a closely related field is required, or the degree must be expected by the start date. Applicants should be able to conduct research and communicate in English, and should have an interest in operator learning and related mathematical areas.

Application window: documents must arrive between 2026-09-14 and 2026-11-30. Selection is on a rolling basis and may close early if a suitable candidate is found.

How to apply: prepare a CV, a publication list highlighting three major papers, and a research statement of about two A4 pages describing previous research, its relevance to the project, and future research plans. Send the documents as PDFs by email with the subject line “Application for Postdoctoral Researcher - [Applicant's Name]”. The contact email is [email protected].

Funding details

Postdoctoral position funded by the project's research grants. Annual income starts at about 4 million yen, with allowances paid according to university regulations. Commuting allowance and insurance premium subsidy are mentioned. No dedicated personal research allowance is provided, and travel/relocation expenses are not covered.

What's required

Applicants must hold a doctoral degree in mathematics or a closely related field, or be expected to obtain one by the start date. Candidates should be able to conduct research and communicate in English; Japanese proficiency is not required. Interest in operator learning and related mathematical fields is expected, and familiarity with all listed topics is not required.

How to apply

Prepare a CV, publication list with three major papers marked, and a research statement of about 2 A4 pages. Convert all documents to PDF and email them with the subject line "Application for Postdoctoral Researcher - [Applicant's Name]". Applications are accepted by email only.

More information can be found here

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