# Browse by Degree programme

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**16**.

## 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.