Constructor University (formerly Jacobs University) is a private state-accredited English-language university in Bremen. We offer Bachelor Master and PhD programs in three schools: School of Science School of Computer Science and Engineering and School of Business Social and Decision Sciences. Our principles are first-class teaching and research international diversity and transdisciplinary cooperation. According to the 2024 Times Higher Education (THE) World University Rankings Constructor University is among the top 25 percent out of more than 1900 universities worldwide and is ranked as the second most international university in the world. As an international university we attract highly talented and open-minded students from all over the world. Currently over 1600 students from 110 nations live and study on our residential campus.

Absolve your PhD inside our Constructor Community in the north of Bremen as a

PhD Candidate (m/f/d) in Discrete Mathematics and Mathematical Physics

(Full-time 385 hours/week limited for 3 years)

Your tasks:

• Conduct original research in discrete mathematics mathematical physics graph theory and applied mathematics

• Carry out advanced research in enumerative combinatorics particularly in the enumeration of maps on surfaces and related asymptotic analysis

• Apply analytic algebraic or bijective methods to study complex combinatorial structures including generating functions kernel methods and recurrence relations

• Work on combinatorial and algorithmic problems in knot theory including the development and analysis of novel graph-based or topological algorithms

• Present research outcomes at international conferences and publish in peer-reviewed journals

• Support undergraduate mathematics education (e.g. tutorials mentoring grading)

• Prepare a PhD dissertation.

Your profile:

• . degree in mathematics computer science or a closely related field

• Strong background in discrete mathematics and combinatorics

• Familiarity with enumerative combinatorics (e.g. map enumeration generating functions) graph theory or knot theory is particularly welcome

• Interest in analytic and algebraic methods for solving problems in combinatorics and mathematical physics (e.g. kernel method asymptotic analysis recurrence relations)

• Ability to work independently on mathematically rigorous problems and to engage with current research literature

• Experience with symbolic computation tools (e.g. Mathematica SageMath) and proficiency in LaTeX

• Motivation to contribute to an active international research group and to pursue a PhD in a dynamic interdisciplinary environment

• Excellent command of English (spoken and written); ability to clearly communicate complex mathematical ideas

What you can expect at Constructor University:

Constructor University unequivocally guarantees the academic freedom of every member of the faculty as well as every other member of the Constructor University community. We encourage diversity in the University in ethnic cultural social religious political and national backgrounds as well as in individual lifestyle. Constructor University offers full equality of opportunity to all qualified applicants and is an equal opportunity employer.

Constructor University consistently achieves top results in national and international university rankings.

In the CHE Ranking the most comprehensive and detailed ranking of the German-speaking higher education landscape Constructor University has achieved top placements every year since its first participation in 2005.

• The result counts: trust working hours for work-life balance

• Possibility to work remotely

• Individual on-boarding career- and development planning

• Company fitness program offers with EGYM Well Pass (former Qualitrain)

• Green campus with recreation areas take the tour: University has extensive programs on sustainability and environmental sustainability

Your application:

For any further information regarding this position please contact

Prof. Alexander Omelchenko via Email ().

Apply today - its simple and uncomplicated. We look forward to getting to know you. Click on the Apply Button and proceed through the individual steps to complete your application.

The review of applications will begin immediately and will continue until the position is filled. Please note that only applications submitted through the official application portal will be considered for recognition.