Searched for: contributor%3A%22van+Neerven%2C+J.M.A.M.+%28mentor%29%22
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Corak, Nino (author)
One possible way of proving the famous and important Riemann hypothesis would be to realize the Riemann zeta zeroes as the eigenvalues of some self-adjoint operator, using self-adjointness to show that the non-trivial zeroes all lie on the critical line. This is known as the Hilbert-Polya conjecture. Interpreting such a self-adjoint operator as...
bachelor thesis 2023
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Waaijer, Marijn (author)
In the current thesis we argue that quantum mechanics is best understood as a classical theory in which each measurement hides a set of its states. Our aim will however not be to replace quantum mechanical theory by a classical theory of hidden states or to avoid any of its possibly unfavourable metaphysical implications by replacing the current...
master thesis 2023
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de Graaff, Jan (author)
In his 2019 article, Kalinichenko proposed an alternative way of doing stochastic integration in general separable Banach spaces [12].This way circumvents the usual UMD assumption on our separable Banach space X, and instead imposes a strict condition on the integrating process $\Phi : (0,T)\times\Omega\to \Lll(H,X)$. Namely, we require the...
master thesis 2022
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Waaijer, Marijn (author)
In this report the goals is to theoretically construct a shift resistant encoding in a rotor system. The report starts with an overview of the rotor space. In the context of which the difference between PVM and POVM is highlighted. After this overview, the shift resistant encodings are discussed. These two concepts are then combined and a shift...
bachelor thesis 2019
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Versendaal, R. (author)
We study the Riesz transform and Hodge-Dirac operator on a complete Riemannian manifold with Ricci curvature bounded from below. We define the Hodge-Dirac operator ∏ on Lp(ΛTM) as the closure of d + d* on smooth, compactly supported k-forms for 1 < p < ∞. Given the boundedness of the Riesz transform on Lp(ΛTM), we show that ∏ is R-bisectorial on...
master thesis 2016
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Cornelissen, A.J. (author)
In recent years, the field of quantum computation has evolved to a promising research area, with the capacity to become as important as classical programming is today. This text serves as an introduction into the field of quantum computation. The main results are a proof that any quantum circuit can be implemented using a finite set of quantum...
bachelor thesis 2016
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Yan, D. (author)
A literature study on controlled distributions, an analytical approach to stochastic differential equations.
master thesis 2013
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Van Heijst, W.N. (author)
bachelor thesis 2012
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Teuwen, J.J.B. (author)
In this thesis we study a preprint by Pierre Portal that introduces Gaussian Hardy Spaces and proves equivalence of norms.
master thesis 2011
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Teuwen, J.J.B. (author)
In this thesis we study theorems that will yield easier expressions for the Sobolev space W2,p.
bachelor thesis 2011
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