Postdoc: Uncertainty-Aware Optimization for 3D Scanning

3Shape

København

On-site

DKK 450,000 - 510,000

Full time

13 days ago
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Benefits offered by this job

Breakfast daily
Healthy lunch by private chefs
International, diverse team
Good work-life balance
Modern offices in Copenhagen

Job summary

3Shape and DTU Compute invite applications for a 2-year Industrial Postdoctoral position starting January 2027, focused on uncertainty-aware reconstruction algorithms for medical 3D imaging. The role blends theory and practical software development, with collaboration across academia and industry.

The successful candidate will advance uncertainty quantification in large-scale linear least squares, implement scalable solvers, and contribute to publications and production-oriented 3D scanning

Qualifications

  • PhD in Mathematics, Statistics, or a related discipline with post-2021 award or expected by Nov 2026.
  • Strong background in numerical linear algebra, optimization, and inverse problems.
  • Experience with Krylov-subspace methods, large-scale solving, and uncertainty modelling.

Responsibilities

  • Develop uncertainty-aware reconstruction algorithms for medical 3D imaging.
  • Characterize measurement uncertainty in 3D scanning data with data-driven approaches.
  • Implement and analyse large-scale iterative solvers and algorithms.
  • Collaborate with DTU Compute and 3Shape engineers to deploy methods.
  • Contribute to publications, software prototypes, and innovation activities.

Skills

Numerical linear algebra
Optimization
Uncertainty quantification
Krylov subspace methods
Programming: C#/C++/Python

Education

PhD in Mathematics/Statistics or related

Tools

C#
C++
Python

Job description

3Shape and DTU Compute invite applications for a 2-year Industrial Postdoctoral position starting January 2027, focused on uncertainty-aware reconstruction algorithms for medical 3D imaging. The role blends theory and practical software development, with collaboration across academia and industry.

The successful candidate will advance uncertainty quantification in large-scale linear least squares, implement scalable solvers, and contribute to publications and production-oriented 3D scanning

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