About: The ergodic theory of Axiom A flows

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scientific article published in 1975

Attributes	Values
rdf:type	Item
description	wetenschappelijk artikel (nl) artículu científicu espublizáu en 1975 (ast) наукова стаття, опублікована в жовтні 1975 (uk) scientific article published in 1975 (en) im Oktober 1975 veröffentlichter wissenschaftlicher Artikel (de)
publication date	wds:Q98113028-d9efd7f6-421f-e9fb-e569-0fcfd20ad805
publication date	1975-10-01 00:00:00Z (xsd:dateTime)
language of work or name	wds:Q98113028-2eda6b0f-40b0-e2a2-2fab-2851cac00ad5
language of work or name	English
rdfs:label	The ergodic theory of Axiom A flows (en) The ergodic theory of Axiom A flows (nl)
skos:prefLabel	The ergodic theory of Axiom A flows (en) The ergodic theory of Axiom A flows (nl)
name	The ergodic theory of Axiom A flows (en) The ergodic theory of Axiom A flows (nl)
author	wds:Q98113028-b846cd95-41fb-7a5c-c780-08ec54f76283 wds:Q98113028-f1b2161e-413c-50f6-de9a-943e6647c8b6
author	David Ruelle Rufus Bowen
title	wds:Q98113028-97e779e0-4c7c-461c-24e9-b5738014d2c4
title	The ergodic theory of Axiom A flows (en)
page(s)	wds:Q98113028-3e142a39-4ee4-1fbd-aebd-66624d2f4c32
page(s)	181-202
instance of	wds:Q98113028-f70d5a17-4254-d2ff-ccb1-66618d96d705
instance of	scholarly article
published in	wds:Q98113028-dec20a9b-4247-f36d-8f02-5f7aa65fd2e2
published in	Inventiones Mathematicae
volume	wds:Q98113028-aea27ac5-413d-e6b1-5026-4d60fd585773
volume	29
number of pages	wds:Q98113028-fed86b7d-4159-2e20-c096-5f68eed31623
number of pages	22 (xsd:decimal)
DOI	wds:Q98113028-b2927fe4-423a-71c1-3eed-e70b035bf779
DOI	http://dx.doi.org/10.1007/BF01389848
DOI	10.1007/BF01389848
maintained by WikiProject	wds:Q98113028-F4C8247B-3FBA-41DB-8D14-A1BE4917A905
maintained by WikiProject	WikiProject Mathematics
zbMATH Open document ID	wds:Q98113028-be5051eb-411a-ad17-87df-c3803231f644
zbMATH Open document ID	0311.58010
is about of	https://www.wikidata.org/wiki/Special:EntityData/Q98113028
is cites work of	Chaotic dynamics, fluctuations, nonequilibrium ensembles Ergodic theory of chaos and strange attractors Multifractal properties of snapshot attractors of random maps Detection of symmetry of attractors from observations I. Theory Fractality of the hydrodynamic modes of diffusion Symbol sequence statistics in noisy chaotic signal reconstruction
is cites work of	wds:Q57943688-9B5BB2DD-4350-467F-B13C-FB81CC0832E9 wds:Q78068990-D758F002-81D6-4172-BBF9-28B5564D1516 wds:Q73463719-12411B54-3408-4E46-9C6A-BCCDA4A48BF9 wds:Q73718890-20B2FB04-0B8C-419C-B410-2B7C6DBFD5C9 wds:Q77844226-D7765D54-DF3E-4709-B35C-9031461C014E wds:Q21698194-6008E5FC-248F-4159-B1EC-B235A54DEF70

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