Matches in SemOpenAlex for { <https://semopenalex.org/work/W1217105844> ?p ?o ?g. }
Showing items 1 to 52 of
52
with 100 items per page.
- W1217105844 endingPage "42" @default.
- W1217105844 startingPage "35" @default.
- W1217105844 abstract "The complex time singularities of Hamilton’s equations have been investigated by Chang et al.1 in order to distinguish integrable from nonintegrable systems. The analysis of the singularities for the transformation which brings a complexified hamiltonian in normal form2 extends to hamiltonian maps; bounds are provided by KAM techniques, but the exact location of the singularities and their nature remain unknown. Some heuristic information is provided by perturbation theory3,4, but at best only the main singularities can be identified. Given an area preserving map near an elliptic point, the singularities in the action plane are poles, at any finite order; the Pade Approximants (P.A.) are adequate to detect them, as shown in5 and to provide the analytic continuation of the perturbation series beyond the resonances." @default.
- W1217105844 created "2016-06-24" @default.
- W1217105844 creator A5021710886 @default.
- W1217105844 creator A5071584442 @default.
- W1217105844 creator A5074144409 @default.
- W1217105844 date "1994-01-01" @default.
- W1217105844 modified "2023-09-27" @default.
- W1217105844 title "Natural Boundaries of Normalizing Transformations" @default.
- W1217105844 cites W12595544 @default.
- W1217105844 cites W1984029402 @default.
- W1217105844 cites W2004924856 @default.
- W1217105844 cites W2005365124 @default.
- W1217105844 cites W2067952551 @default.
- W1217105844 cites W2070199898 @default.
- W1217105844 cites W2078094738 @default.
- W1217105844 cites W2086508329 @default.
- W1217105844 cites W2092883413 @default.
- W1217105844 cites W36011044 @default.
- W1217105844 doi "https://doi.org/10.1007/978-1-4899-0964-0_3" @default.
- W1217105844 hasPublicationYear "1994" @default.
- W1217105844 type Work @default.
- W1217105844 sameAs 1217105844 @default.
- W1217105844 citedByCount "1" @default.
- W1217105844 crossrefType "book-chapter" @default.
- W1217105844 hasAuthorship W1217105844A5021710886 @default.
- W1217105844 hasAuthorship W1217105844A5071584442 @default.
- W1217105844 hasAuthorship W1217105844A5074144409 @default.
- W1217105844 hasConcept C166957645 @default.
- W1217105844 hasConcept C205649164 @default.
- W1217105844 hasConcept C2776608160 @default.
- W1217105844 hasConceptScore W1217105844C166957645 @default.
- W1217105844 hasConceptScore W1217105844C205649164 @default.
- W1217105844 hasConceptScore W1217105844C2776608160 @default.
- W1217105844 hasLocation W12171058441 @default.
- W1217105844 hasOpenAccess W1217105844 @default.
- W1217105844 hasPrimaryLocation W12171058441 @default.
- W1217105844 hasRelatedWork W2186152398 @default.
- W1217105844 hasRelatedWork W2236672979 @default.
- W1217105844 hasRelatedWork W2318104997 @default.
- W1217105844 hasRelatedWork W2748952813 @default.
- W1217105844 hasRelatedWork W2784066596 @default.
- W1217105844 hasRelatedWork W2794022635 @default.
- W1217105844 hasRelatedWork W2935884858 @default.
- W1217105844 hasRelatedWork W2985889499 @default.
- W1217105844 hasRelatedWork W3013789138 @default.
- W1217105844 hasRelatedWork W913117671 @default.
- W1217105844 isParatext "false" @default.
- W1217105844 isRetracted "false" @default.
- W1217105844 magId "1217105844" @default.
- W1217105844 workType "book-chapter" @default.