URL: http://www.dtic.upf.edu/~ralph/scb/
Proper Citation: Nonlinear time series analysis in a nutshell (RRID:SCR_001665)
Description: THIS RESOURCE IS NO LONGER IN SERVICE. Documented on September 23, 2022. Source code that allows you to calculate the different measures used in Andrzejak RG (2011): Nonlinear time series analysis in a nutshell, http://www.dtic.upf.edu/~ralph/Kansas3.pdf. In: Osorio I, Zaveri H, Frei M, Arthurs S (eds.) Epilepsy: The Intersection of Neurosciences, Biology, Mathematics, and Engineering. CRC Press, Taylor & Francis Group, 125-138. http://www.taylorandfrancis.com/books/details/9781439838853/ The files allow you to calculate the nonlinear prediction error from some time series, you can generate a time series of an autoregressive process of order one and integrate the differential equation of the Lorenz dynamics.
Abbreviations: Nonlinear time series analysis in a nutshell
Resource Type: source code, software resource
Defining Citation: PMID:11690111
Keywords: time series, epilepsy, focal, seizure, nonlinear prediction error, squared distancematrix, embedding vector, autoregressive process, runge-kutta integrator, lorenz dynamics, randomized surrogate
Expand Allhas parent organization |
We found {{ ctrl2.mentions.total_count }} mentions in open access literature.
We have not found any literature mentions for this resource.
We are searching literature mentions for this resource.
Most recent articles:
{{ mention._source.dc.creators[0].familyName }} {{ mention._source.dc.creators[0].initials }}, et al. ({{ mention._source.dc.publicationYear }}) {{ mention._source.dc.title }} {{ mention._source.dc.publishers[0].name }}, {{ mention._source.dc.publishers[0].volume }}({{ mention._source.dc.publishers[0].issue }}), {{ mention._source.dc.publishers[0].pagination }}. (PMID:{{ mention._id.replace('PMID:', '') }})
Check
for all resource mentions.
A list of researchers who have used the resource and an author search tool
Find mentions based on location
{{ ctrl2.mentions.errors.location }}
A list of researchers who have used the resource and an author search tool. This is available for resources that have literature mentions.
No rating or validation information has been found for Nonlinear time series analysis in a nutshell.
No alerts have been found for Nonlinear time series analysis in a nutshell.
Source: SciCrunch Registry
