Latest SCI publications

Hall, RM; Urban, B; Durec, N; Renner-Martin, K; Kaul, HP; Wagentristl, H; Karrer, G
(2024): Heat Treatment of Seeds to Control Invasive Common Ragweed (<i>Ambrosia artemisiifolia</i>), Narrow-Leaved Ragwort (<i>Senecio inaequidens</i>) and Giant Hogweed (<i>Heracleum mantegazzianum</i>)
Hall R, Urban B, Durec N, Renner-Martin K, Kaul H, Wagentristl H, et al. Heat Treatment of Seeds to Control Invasive Common Ragweed (<i>Ambrosia artemisiifolia</i>), Narrow-Leaved Ragwort (<i>Senecio inaequidens</i>) and Giant Hogweed (<i>Heracleum mantegazzianum</i>). Scientific Research and Essays. 2024;13(3):-. doi:https://doi.org/10.3390/plants13030341
Gold, T; Reiterer, K; Worf, D; Kaiblinger, N; Khosronejad, A; Habersack, H; Sindelar, C
(2024): Dynamics of heavy subaqueous spherical pendulums
Gold T, Reiterer K, Worf D, Kaiblinger N, Khosronejad A, Habersack H, et al. Dynamics of heavy subaqueous spherical pendulums. Journal of Fluid Mechanics. 2024;978:-. doi:https://doi.org/10.1017/jfm.2023.1008
Brunner, N; Strassegger, D
(2023): Lotka-Volterra models for the market penetration of renewable energy
Brunner N, Strassegger D. Lotka-Volterra models for the market penetration of renewable energy. Heliyon. 2023;9(12):-. doi:https://doi.org/10.1016/j.heliyon.2023.e22704
All publications can be found on FIS

Latest Projects

Bertalanffy type growth models of ontogenetic growth with new metabolic exponents based on Parks model of food intake
Research project (§ 26 & § 27)
Duration : 2017-03-01 - 2018-12-31
The von Bertalanffy equation was developed in the 1940s and has since been the almost universal biologically motivated model to describe the ontogenetic growth of different species; it is characterized by the metabolic exponents a = 2/3, b = 1. West et al. (1997, 2001) suggested another pair of metabolic exponents (a = 2/3, b = 1) and provided biological reasoning for this choice. This project proposes biological reasoning for yet two other exponent pairs based on the ideas of Bertalanffy and West about metabolism and on a model of Parks (1982) about the dependency of growth on food intake.
Time-frequency analysis and number theory in interaction
Research project (§ 26 & § 27)
Duration : 2013-07-01 - 2016-06-30
Numeration in Laurent Series over Finite Fields
Research project (§ 26 & § 27)
Duration : 2012-07-01 - 2016-06-30
All projects can be found on FIS

Supervised Theses and Dissertations

Christopher Thoma
(2024): Best practices on the coupling between biogeochemical and higher trophic level models
Institute of Mathematics (MATH) , pp vii + 22
Romana Bauer
(2021): Bedeutung von Bioprodukten: Analyse der Marktanteile mittels Lotka-Volterra Modellen
Institute of Mathematics (MATH) , pp 121
Florian Schwarzmayr
(2021): Bedeutung von Bioprodukten: Analyse der Marktanteile mittels Lotka-Volterra Modellen
Institute of Mathematics (MATH) , pp 105
All supervised theses and dissertations can be found on FIS