Running Research Projects in the frame of P1-0404

Members of the research program P1-0404 are currently leading the following projects:

N1-0296 Smooth isogeometric spline spaces on multi-patch domains (2023-2026), Pl Vito Vitrih.
J1-4084 Specific combinatorial objects in spectral domain - cross analysis (2022-2025), Pl Enes Pasalic
J1-4414 ProBis-Fold approach for determining binding sites for the whole structural human proteome in drug discovery (2022-2025), Pl Dušanka Janežič
J4-4546 Protein-based adhesive for high-performance indoor timber structures seafarer (2022-2025), Pl Matthew John Schwarzkopf
N2-0171 Graph Theory and Combinatorial Scientific Computing (2021-2023), Pl Miklós Krész
Olive leaf multi-product cascade-based biorefinery: From an under-used biomass in the primary sector to tailor-made solutions for high added-value international market applications - OLEAF4VALUE (2021-2024), Pl Jakub Sandak
N1-0223 Reverse logistics network of residual wood biomass (2021-2024), Pl Jakub Sandak
N1-0209 Tools for innovative drug design (2021-2024), customized project, PI Dušanka Janežič.
N1-0159 Designing certain discrete mathematical objects in spectral domain (2019-2023), customized project, PI Enes Pasalic.
N1-0296 Smooth isogeometric spline spaces on multi-patch domains (2024-2026), Pl Vito Vitrih

Members of the research program P1-0404 are also members of several national and international research projects lead by other researchers:

J1-3003 Groups, posets, and complexes (2021-2024), basic research project, PI Russ Woodroofe.
N1-0210 Graph Theory in Preserver Problems (2021-2024), customized project, PI Bojan Kuzma.
N1-0208 Automorphisms and Isomorphisms of Finite Graphs (2021-2024), customized project, PI Istvan Kovacs.
N1-0140 Geometries, Graphs, Groups and their links (2020-2023), basic bilateral research project Slovenia - Hungary, PI Istvan Kovacs.
J1-1695 Distance-regular graphs: irreducible T-modules with endpoint 1 and action of the automorphism group (2019-2022), basic research project, PI Štefko Miklavič.
J1-9108 Semiregular elements in 2-closures of solvable groups (2018-2021), basic research project, Pl Dragan Marušič.
J1-9110 PTraversability of vertex-transitive graphs (2018-2021), basic research project, Pl Klavdija Kutnar.
N1-0062 Oddness degree of transitive permutation groups (2017-2020), customised project, Pl Dragan Marušič.
N1-0102 Topics in Structural Graph Theory: Invariants, Separators, and Intersection Representations (2019-2022), customised project, Pl Martin Milanič
J1-1691 The Weiss Conjecture and Generalisations (2019-2022), basic research project, Pl Primož Potočnik.
J7-9404 Protection of bronze monuments in the changing environment (2018-2021), basic research project, Pl Jakub Sandak.
J1-9187 Action graphs and covering graph techniques (2018-2021), basic research project, Pl Tomaž Pisanski.
J4-1764 Design of multifunctional polysaccharide composite nanoparticles for deacidification, strength improvement and prevention of microbial attack of historical cellulose-based artifacts (2019-2022), basic research project, Pl Mohan Tamilselvan.
L7-8269 New approaches for better biopharmaceuticals (2017-2020), basic research project, PlKonc Janez
L1-8157 Development of multifunctional compounds for treatment of Alzheimer's disease (2017-2020), basic research project, Pl Stanislav Gobec
Dynamic Response of Tall Timber Buildings under Service Load (DynaTTB) (2019-2022), Pl Iztok Šušteršič
J1-2451 Symmetries in Graphs via Rigid Cells (2020-2023), basic research project, Pl Dragan Marušič
J2-2504 Avtonomno robno računanje za spremljanje kakovosti zraka (2020-2023), basic research project, Pl Michael Mrissa
J1-2484 Razvoj protibakterijskih učinkovin z delovanjem na validirane tarče v biosintezi peptidoglikana (2020-2023), basic research project, Pl Stanislav Gobec
J1-2471 Kemijska karcinogeneza: mehanistični vpogled (2020-2023), basic research project, Pl Urban Bren