About: Local-geometric-projection method for noise reduction in chaotic maps and flows

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scientific article published on 01 September 1992

Attributes	Values
rdf:type	Item
description	wetenschappelijk artikel (nl) наукова стаття, опублікована у вересні 1992 (uk) article scientifique publié en 1992 (fr) im September 1992 veröffentlichter wissenschaftlicher Artikel (de) artículu científicu espublizáu en setiembre de 1992 (ast) scientific article published on 01 September 1992 (en)
publication date	wds:Q77867652-A8B4546D-A3C0-4DBC-9E94-72A28011C374
publication date	1992-09-01 00:00:00Z (xsd:dateTime)
language of work or name	wds:Q77867652-343A71B0-C61B-43F5-A64C-D12BD1ED0F4D
language of work or name	English
cites work	wds:Q77867652-17161B56-6028-410B-A67D-4A59B602634C wds:Q77867652-575EB582-1774-49D9-BD6C-E0BFE547B885 wds:Q77867652-735A47C7-6A7B-471F-8781-6A582F06BA9D wds:Q77867652-936A7019-E4B7-47AB-8FEE-F5E7E7790248 wds:Q77867652-E2FA42A7-687C-4652-803D-DA2CE298711B wds:Q77867652-E3A3FBB0-E402-40BD-945E-2DB936E8948B wds:Q77867652-E8D113DE-32F7-4259-AFCE-7422A4850489 wds:Q77867652-F9316F01-A4D2-474D-9C06-ABD5B67CA9F3
cites work	A two-dimensional mapping with a strange attractor Experimental control of chaos Geometry from a Time Series Deterministic Nonperiodic Flow Computing the Lyapunov spectrum of a dynamical system from an observed time series Noise reduction in dynamical systems Lyapunov exponents from observed time series Experimental observation of crisis-induced intermittency and its critical exponent
author name string	wds:Q77867652-3FBA09B7-9323-4D00-B815-3FECF60118C4 wds:Q77867652-B3CC24A5-890C-444F-A171-186A05F34CB8
author name string	Cawley R Hsu GH
rdfs:label	Local-geometric-projection method for noise reduction in chaotic maps and flows (en) Local-geometric-projection method for noise reduction in chaotic maps and flows (nl)
skos:prefLabel	Local-geometric-projection method for noise reduction in chaotic maps and flows (en) Local-geometric-projection method for noise reduction in chaotic maps and flows (nl)
name	Local-geometric-projection method for noise reduction in chaotic maps and flows (en) Local-geometric-projection method for noise reduction in chaotic maps and flows (nl)
title	wds:Q77867652-5A1CE57F-E25C-4491-9C31-D4D7451BAEDF
title	Local-geometric-projection method for noise reduction in chaotic maps and flows (en)
page(s)	wds:Q77867652-5C934845-50CA-47E3-8602-05676DA9BF48
page(s)	3057-3082
instance of	wds:Q77867652-1A453944-E5CC-4B02-94AD-0C57100E3D72
instance of	scholarly article
PubMed ID	wds:Q77867652-9FBBC04F-96EB-48CD-AC49-BE68BFDC5409
PubMed ID	http://rdf.ncbi.nlm.nih.gov/pubchem/reference/9908475
PubMed ID	9908475
published in	wds:Q77867652-20624152-E8C5-4D59-AC6D-715B4A221662
published in	Physical Review A
issue	wds:Q77867652-6DD7B6F2-E43B-48F3-88AF-25789492F0D4
volume	wds:Q77867652-8A08FBAA-E87B-459B-A49C-9339411FFD28
issue	6
volume	46
DOI	wds:Q77867652-E38364AA-9661-44E9-8670-F84D1A62C899
DOI	http://dx.doi.org/10.1103/PHYSREVA.46.3057
DOI	10.1103/PHYSREVA.46.3057
ADS bibcode	wds:Q77867652-A1169786-E0C2-4736-A227-91CFB69CF6BF
ADS bibcode	1992PhRvA..46.3057C
is about of	https://www.wikidata.org/wiki/Special:EntityData/Q77867652
is cites work of	Smoothness implies determinism: A method to detect it in time series Noise-resistant chaotic synchronization. Extremely simple nonlinear noise-reduction method Determination of the noise level of chaotic time series The wall signal removal in Doppler ultrasound systems based on recursive PCA. An adaptive way for improving noise reduction using local geometric projection. Bearing diagnostics: A method based on differential geometry Noise in chaotic data: Diagnosis and treatment Low-dimensional chaotic attractors in the rat brain. Noise-level estimation of time series using coarse-grained entropy. Short and long term non-linear analysis of RR variability series Estimating the amplitude of measurement noise present in chaotic time series. Removal of interference from fetal MEG by frequency dependent subtraction Nonlinear prediction, filtering, and control of chemical systems from time series
is cites work of	wds:Q56753188-8D4601D4-04D6-40C4-BCAC-112C83127FD2 wds:Q78057192-0DD65F3F-698C-4B27-BD45-2B0855804347 wds:Q58859971-A6754CAC-6CDB-49D0-BE6C-C882204897AD wds:Q52305288-2292D8A6-0F03-4CE1-AE2F-BF5CB9C4CE5C wds:Q78055577-ECA7FB85-7B65-41E2-BF9E-0F28AA2E24C7 wds:Q47869725-41680EE6-7853-4E67-A4C2-99AD27CD2405 wds:Q52411904-BAD3CA24-2EB8-458B-9D12-961BD1368C06 wds:Q52002045-8BC16647-A454-4C64-8B51-52C2DE2E4638 wds:Q35663439-FA39384F-A4CA-41EE-A716-B633B7B5557E wds:Q51693670-3810432A-2C28-4F54-AAD6-F8CE85C673AD wds:Q74554872-36C5E4AA-309A-4F02-8FB1-249FBF0E1E75 wds:Q54001581-D39F0075-E2F4-4697-B277-D0CB18363472 wds:Q30799505-FAC40626-9D42-4023-A70F-221B2FC0B8BF wds:Q60457689-4D79C115-8683-4DB8-B777-3BC75F710C4D

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