Matthias
TAUFER

Welcome to my site. I am Matthias Täufer, a mathematician interested in various aspects of analysis, spectral theory, and mathematical physics. In my role at CERAMATHS, I conduct research on the mathematical aspects of materials science, particularly to understand the properties of porous materials, especially in the context of processes such as 3D printing.

(Photo © University of Bielefeld / P. Ottenhöfer)

Postdoctoral position (deadline January 4th 2026)
Modelling of heat propagation
in additive manufacturing and 3D printing

Starting date: March 2026 or the earliest convenient date

Deadline for applications: Sunday, January 4th 2026, 23:59 CET

A postdoctoral position is available at Université Polytechnique Hauts-de-France (UPHF) within
the framework of the Chaire de Professeur Junior project “Mathematical modeling and optimisation
of additive manufacturing of ceramics”, funded by the Agence Nationale de la Recherche.
The research will focus on mathematical and computational modeling of heat propagation during
additive manufacturing, with potential extensions to topological optimization.

The position

The initial appointment is for 12 months. An extension would be desirable, though funding beyond
the first year is not yet secured; available options will be discussed with shortlisted applicants.
The position is fully research-oriented and carries no teaching duties. Salary will depend on prior
experience. Generous funding is available for research visits, conference participation, and hosting
collaborators.

The lab

CERAMATHS is a joint research unit of the mathematics department (DMATHS) and the materials
science and process engineering department (DMP). Its mission is to advance ceramics research
by integrating mathematical analysis, modeling, and experimental approaches. The postdoctoral
researcher will be embedded in the CPJ group of Matthias Täufer within DMATHS, benefiting
from both a rigorous mathematical environment and close proximity to applied research activities
in ceramics and manufacturing processes.

Profile

Applicants should have:

• a PhD degree (or equivalent) in Mathematics,
• strong expertise in numerical analysis for partial differential equations,
• a demonstrated ability to quickly engage with new research topics,
• willingness to collaborate with both theoretical and experimental researchers.

French language skills are not required. Participation in language courses after arrival is encouraged.

How to apply

Applications should consist of a single PDF containing:

• a curriculum vitae,
• a letter of motivation,
• a brief research statement,
• contact details of two referees willing to provide recommendation letters.

Please send your application to matthias.taufer@uphf.fr. Informal inquiries are welcome at the
same address.