Browse by Thesis type

A

Anastasova, Antonina (2021) Simulations with a nonlinear solid model of the heart. Bachelor's Thesis, Applied Mathematics.

E

Ekelenburg, J.H.C. van (2021) Necessary and sufficient conditions for impulse controllability of switched DAEs for unknown switching signals. Bachelor's Thesis, Applied Mathematics.

G

Guo, Weiqiang (2021) Comparing two approaches for singular systems occurring during bifurcation analysis. Bachelor's Thesis, Applied Mathematics.

H

Hoekstra, Jurre (2021) A comparison of neural networks and logistic regression based methods. Bachelor's Thesis, Applied Mathematics.

J

Jiang, Songyan (2021) Statistical Research and Analusis on Video Player APP User Satisfaction. Bachelor's Thesis, Applied Mathematics.

K

Kriouar, Lotvi (2021) Detecting stock market crashes from a topological perspective. Bachelor's Thesis, Applied Mathematics.

N

Nützel, Maike (2021) A comparison of discriminant analysis, support vector machine, random forest, and neural network supervised learning classification methods with the use of completely synthetic data. Bachelor's Thesis, Applied Mathematics.

R

Ridder, Luuk de (2021) The Ricci flow on two-dimensional almost-Riemannian manifolds. Bachelor's Thesis, Applied Mathematics.

Room, Diede (2021) Analysis of the 1.5m Social Distance Restriction by the Simulation of Flying Water Droplets. Bachelor's Thesis, Applied Mathematics.

S

Shao, Congyang (2021) Data-driven tracking and regulation by informative data. Bachelor's Thesis, Applied Mathematics.

Slump, Wouter (2021) Application of Grid Refinement to Improve 2D Atmospheric Boundary Layer Software. Bachelor's Thesis, Applied Mathematics.

W

Wildeboer, Melvyn (2021) Assume-Guarantee Contracts for Continuous-Time Linear Systems using External Equivalence by Simulation. Bachelor's Thesis, Applied Mathematics.

Woltjes, Arjen (2021) Evaluation of eddy-viscosity models for large eddy simulation of turbulence. Bachelor's Thesis, Applied Mathematics.

X

Xu, Liang (2021) Image compression method with blocking and variable ratiobased on image feature extraction. Bachelor's Thesis, Applied Mathematics.

Z

Zanuttini, Aldo (2021) An application of the Knauf criteria to determine the existence of abrupt bifurcations to chaos in planar scattering systems. Bachelor's Thesis, Applied Mathematics.

Zanuttini, Aldo (2021) An application of the Knauf criteria to determine the existence of abrupt bifurcations to chaos in planar scattering systems. Bachelor's Thesis, Applied Mathematics.