Mathematical models of cell cultures

Boldog Péter
Mathematical models of cell cultures.
[Thesis]

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Item Type: Thesis (Doctoral thesis (PhD))
Creators: Boldog Péter
Hungarian title: Sejtkultúrák modellezése
Supervisor(s):
Supervisor
Position, academic title, institution
MTMT author ID
Röst Gergely
adjunktus, Bolyai Intézet (Matematikai Intézet) SZTE / TTIK
10000778
Subjects: 01. Natural sciences > 01.01. Mathematics > 01.01.01. Pure mathematics, applied mathematics > 01.01.01.20. Application of mathematics in sciences
01. Natural sciences > 01.01. Mathematics > 01.01.01. Pure mathematics, applied mathematics > 01.01.01.23. Statistical physics
01. Natural sciences > 01.01. Mathematics > 01.01.01. Pure mathematics, applied mathematics > 01.01.01.04. Algorithms and complexity
01. Natural sciences > 01.03. Physical sciences > 01.03.02. Condensed matter physics > 01.03.02.22. Statistical physics (condensed matter)
01. Natural sciences > 01.06. Biological sciences > 01.06.15. Ecology > 01.06.15.01. Ecology (theoretical and experimental; population, species and community level)
01. Natural sciences > 01.06. Biological sciences > 01.06.17. Biology (theoretical, mathematical, thermal, cryobiology, biological rhythm), evolutionary biology > 01.06.17.04. Biological systems analysis, modelling and simulation
01. Natural sciences > 01.06. Biological sciences > 01.06.17. Biology (theoretical, mathematical, thermal, cryobiology, biological rhythm), evolutionary biology > 01.06.17.08. Bioinformatics
01. Natural sciences > 01.06. Biological sciences > 01.06.01. Cell biology, microbiology > 01.06.01.15. Tissue culture
01. Natural sciences > 01.06. Biological sciences > 01.06.01. Cell biology, microbiology > 01.06.01.07. Cell cycle and division
01. Natural sciences > 01.06. Biological sciences > 01.06.06. Biophysics > 01.06.06.07. Computational biology
01. Natural sciences > 01.06. Biological sciences > 01.06.06. Biophysics > 01.06.06.08. Computational modelling
01. Natural sciences > 01.06. Biological sciences > 01.06.06. Biophysics > 01.06.06.09. Mathematical modelling
Divisions: Doctoral School of Mathematics
Discipline: Natural Sciences > Mathematics and Computer Sciences
Language: English
Date: 2023. March 22.
Item ID: 11464
MTMT identifier of the thesis: 34136775
doi: https://doi.org/10.14232/phd.11464
Date Deposited: 2022. Sep. 16. 14:02
Last Modified: 2023. Sep. 12. 14:07
Depository no.: B 7179
URI: https://doktori.bibl.u-szeged.hu/id/eprint/11464
Defence/Citable status: Defended.

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