Marton Hablicsek
Universitair docent
- Naam
- Dr. M. Hablicsek Ph.D.
- Telefoon
- 071 5275265
- m.hablicsek@math.leidenuniv.nl
- ORCID iD
- 0000-0001-7549-9713
Universitair docent
- Faculteit der Wiskunde en Natuurwetenschappen
- MI
- Algebra, Geometry & Number Theory
- Hablicsek Márton Herr Leo Leonardi Francesca (2026), Logarithmic Hochschild co/homology via formality of derived intersections, Journal of Algebra 686: 127-175.
- Akbarzadeh M., Mele T. van, Lee J., Hablicsek M. & Block P. (2025), Rankine reciprocal diagrams in three dimensions. In: Baker W.F. & McRobie A. (red.), The geometry of equilibrium. : James Creek Maxwell and 21st-century structural mechanics: Cambridge University Press. 169-178.
- González-Prieto A., Hablicsek M. & Vogel J.T. (2025), Virtual classes of character stacks, Journal of Geometry and Physics 211: 105450.
- Akbarzadeh M. & Hablicsek M. (2025), Compression-only form finding. In: Akbarzadeh M. (red.), Polyhedral Graphical Statics: For Funicular Structural Form Finding. London: Cambridge University Press. 99-174.
- Lu Y., Hablicsek M. & Akbarzadeh M. (2024), Algebraic 3D graphic statics with edge and vertex constraints: a comprehensive approach to extend the solution space for polyhedral form-finding, Computer Aided Design 166: 103620.
- Zheng H., Mofatteh H., Hablicsek M., Akbarzadeh A. & Akbarzadeh M. (2023), Dragonfly‐inspired wing design enabled by machine learning and Maxwell's reciprocal diagrams, Advanced Science 10(18): 2207635.
- Hablicsek M. & Vogel J.T. (2022), Virtual classes of representation varieties of upper triangular matrices via topological quantum field theories, Symmetry, Integrability and Geometry: Methods and Applications 18: 095.
- Hablicsek M. & Vogel J.T. (2022), Virtual classes of representation varieties of upper triangular matrices via topological quantum field theories, SIGMA 18: 095.
- Akbarzadeh M. & Hablicsek M. (2021), Algebraic 3D graphic statics: constrained areas, Computer Aided Design 141: 103068.
- Hablicsek M. (2020), Hodge theorem for the logarithmic de Rham complex via derived intersections, Research in the Mathematical Sciences 7: 24.
- Hablicsek M., Akbarzadeh M. & Guo Y. (2019), Algebraic 3D graphic statics: Reciprocal constructions, Computer Aided Design 108: 30-41.
- Arinkin D., Caldararu A. & Hablicsek M. (2019), Formality of derived intersections and the orbifold HKR isomorphism, Journal of Algebra 540: 100-120.
- Akbarzadeh M. & Hablicsek M. (2019), Geometric degrees of freedom and non-conventional spatial structural forms. Gengnagel C., Baverel O., Burry J., Ramsgaard Thomsen M. & Weinzierl S. (red.), Impact: design with all senses. Design Modelling Symposium 23 september 2019 - 25 september 2019. Cham: Springer International Publishing. 3-17.
- Hablicsek M. & Juhasz M.L. (2018), Algebraic geometry over the residue field of the infinite place, Communications in Algebra 46(10): 4149-4173.
- Arinkin D., Caldararu A. & Hablicsek M. (2017), Derived intersections and the Hodge theorem, Algebraic Geometry 4(4): 394-423.
- Ellenberg J.S. & Hablicsek M. (2016), An incidence conjecture of bourgain over fields of positive characteristic, Forum of Mathematics, Sigma 4(23): e23.
- Dummit E.P., Hablicsek M., Harron R., Jain L., Pollack R. & Ross D. (2016), Explicit computations of Hida families via overconvergent modular symbols, Research in Number Theory 2: 25.
- Hablicsek M. & Scherr Z. (2016), On the number of rich lines in high dimensional real vector spaces, Discrete & Computational Geometry 55: 955-962.
- Dummit E.P. & Hablicsek M. (2013), Kakeya sets over non-archimedean local rings, Mathematika 59(2): 257-266.
- Hablicsek M. & Mantilla-Soler G. (2011), Power map permutations and symmetric differences in finite groups, Journal of Algebra and Its Applications 10(5): 947-959.