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Zero-crossing intervals of Gaussian and symmetric stable processes

Publication Date
July 12, 2017
Creator
Abstract
The zero-crossing problem is the determination of the probability density function of the intervals between the successive axis crossings of a stochastic process. This thesis studies the properties of the zero-crossings of stationary processes belonging to the symmetric-stable class of Gaussian and non-Gaussian type, corresponding to the stability index nu=2 and 0
Item Type
ethesis
Thesis Type
PhD
Supervisors
Subjects (LC)

QA Mathematics::QA273...

Associated Schools / Departments
School of Mathematical Sciences (UK)
eprints ID
39997
UoN Repository URI
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Zero-crossing Intervals of Gaussian and Symmetric Stable Processes.pdf

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Full-text

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Examined
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64.2 MB

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