Profiles
Orcid
📍Current Position
Dr. Niels Lubbes currently serves as a Principal Investigator at the Institute for Algebra, Johannes Kepler University Linz, Austria, a role he took on in 2024. In this position, he spearheads research projects, mentors students and postdocs, and continues to expand his research in algebraic geometry and its applications.
📝Publication Achievements
Dr. Lubbes has a robust publication record, with numerous journal articles accepted in highly regarded academic journals. His works include detailed explorations of self-intersections of surfaces, Darboux cyclides, and coupler curves. Notable publications include contributions to the Journal of Symbolic Computation, Computer Aided Geometric Design, and the Journal of Algebra.
Self-intersections of surfaces that contain two circles through each point”, Journal of Symbolic Computation, 2024.
Calibrating Figures”, with J. Schicho, Computer Aided Geometric Design, 2024.
“Translational and great Darboux cyclides”, Comptes Rendus Mathématique, 2024
🔍Ongoing Research
Currently, Dr. Lubbes is focused on exploring webs of rational curves on surfaces. This project, funded by the FWF, is set to run from 2024 to 2028 and delves into complex geometrical structures and their applications. His research also includes symbolic computation and kinematics, where he collaborates with experts and students to solve complex mathematical problems.
Algebraic Geometry
Symbolic Computation
Geometric Modeling
Rigidity Theory
Kinematics
Computer Vision
🎓Academic Background
Dr. Lubbes obtained his PhD in Mathematics from Johannes Kepler University Linz, Austria, in 2011. His doctoral thesis, titled “Minimal families of curves on surfaces,” was supervised by Josef Schicho and examined by Gavin Brown. Prior to his PhD, he completed his MSc in Computer Science from the University of Amsterdam, Netherlands, with a thesis on The Hyperelliptic Curve Discrete Logarithm Problem.
🏆Scholarships and Awards
FWF Project P36689 (2024–2028): Webs of rational curves on surfaces.
Best Paper Award (2018): For the paper “Kinematic generation of Darboux cyclides,” co-authored with Josef Schicho.
FWF Project P33003 (2020–2024): Trajectories of motions.
🧬Bioinformatics
While Dr. Lubbes’ primary research focus is not in bioinformatics, his work in symbolic computation and mathematical modeling has potential applications within this field, particularly in areas involving data visualization and modeling complex biological structures.
🌐Professional Associations
Dr. Lubbes actively participates in academic communities, both as an organizer and as a reviewer. He has organized symposia such as the Conference on Geometry: Theory and Applications (CGTA) and reviewed for journals like Algebra & Number Theory and Computer Aided Geometric Design.
📚Training & Workshops
Throughout his career, Dr. Lubbes has contributed to various workshops and training programs. In 2011, he lectured during the project week “Algebraic surfaces and symmetries” for pre-university students, providing an introduction to advanced topics in algebra and geometry.
🎤Oral Presentations and🗣️Thought Leadership
Dr. Lubbes has delivered numerous talks internationally on topics including effective methods in algebraic geometry and projective isomorphisms. His recent presentations include:
2024: “Self-intersections of surfaces that contain two circles through each point” at MEGA, Leipzig, Germany.
2023: “Singular loci and topology of surfaces containing two circles through each point” at CGTA, Austria.
🧑🔬Tasks Completed as a Researcher
In his research roles, Dr. Lubbes has managed complex projects, supervised postdocs, and collaborated with researchers worldwide. His computational skills and expertise in programming have contributed to significant advancements in geometric modeling.
🚀Success Factors
Key to Dr. Lubbes’ success is his multidisciplinary approach, combining mathematics with computer science. His proficiency in multiple programming languages and commitment to academic collaboration have earned him recognition as a leading researcher in his field.
🧪Publications & Laboratory Experience
Dr. Lubbes has contributed to both theoretical and practical aspects of his field. His hands-on experience with software development for mathematical computations and geometric modeling enhances his research outcomes, allowing for practical applications of his theoretical work.
🔍 Conclusion
Dr. Niels Lubbes’ journey in academia is marked by consistent contributions to algebraic geometry and computational mathematics. With his strong academic background, numerous publications, and active role in the research community, Dr. Lubbes continues to pave the way for future advancements in mathematical modeling and symbolic computation. His commitment to sharing knowledge through teaching and collaboration ensures his lasting influence in the world of mathematics and beyond.
Publications