Matches in SemOpenAlex for { <https://semopenalex.org/work/W2949211650> ?p ?o ?g. }
- W2949211650 endingPage "12" @default.
- W2949211650 startingPage "1" @default.
- W2949211650 abstract "A problem of synchronization of quasiperiodic oscillations is discussed in application to an example of coupled systems with autonomous quasiperiodic dynamics. Charts of Lyapunov exponents are presented that reveal characteristic domains on the parameter plane such as oscillator death, complete synchronization, phase synchronization of quasiperiodic oscillations, broadband synchronization, broadband quasiperiodicity. Features of each kind of dynamical behavior are discussed. Analysis of corresponding bifurcations is presented, including quasiperiodic Hopf bifurcations, saddle–node bifurcations of invariant tori of different dimensions, and bifurcations of torus doublings. Both the case of dominance of quasiperiodic oscillations in one of the generators and the case of pronounced periodic resonances embedded in the region of quasiperiodicity are considered." @default.
- W2949211650 created "2019-06-27" @default.
- W2949211650 creator A5001080766 @default.
- W2949211650 creator A5032924546 @default.
- W2949211650 creator A5055744490 @default.
- W2949211650 creator A5057353831 @default.
- W2949211650 date "2019-11-01" @default.
- W2949211650 modified "2023-09-27" @default.
- W2949211650 title "Dynamics of coupled generators of quasiperiodic oscillations: Different types of synchronization and other phenomena" @default.
- W2949211650 cites W1579657384 @default.
- W2949211650 cites W1855719876 @default.
- W2949211650 cites W1964786569 @default.
- W2949211650 cites W1970105125 @default.
- W2949211650 cites W1970684134 @default.
- W2949211650 cites W1970963521 @default.
- W2949211650 cites W1971118033 @default.
- W2949211650 cites W1972685189 @default.
- W2949211650 cites W1987095652 @default.
- W2949211650 cites W1987741780 @default.
- W2949211650 cites W1989208500 @default.
- W2949211650 cites W1993801582 @default.
- W2949211650 cites W1996468093 @default.
- W2949211650 cites W1996847455 @default.
- W2949211650 cites W1997394516 @default.
- W2949211650 cites W1998528470 @default.
- W2949211650 cites W2007967428 @default.
- W2949211650 cites W2014889286 @default.
- W2949211650 cites W2017386654 @default.
- W2949211650 cites W2029385266 @default.
- W2949211650 cites W2031557021 @default.
- W2949211650 cites W2035408847 @default.
- W2949211650 cites W2043619729 @default.
- W2949211650 cites W2053111047 @default.
- W2949211650 cites W2054360812 @default.
- W2949211650 cites W2055371758 @default.
- W2949211650 cites W2060893487 @default.
- W2949211650 cites W2061650609 @default.
- W2949211650 cites W2063137023 @default.
- W2949211650 cites W2068401694 @default.
- W2949211650 cites W2069032592 @default.
- W2949211650 cites W2071522390 @default.
- W2949211650 cites W2071945827 @default.
- W2949211650 cites W2072998188 @default.
- W2949211650 cites W2081024858 @default.
- W2949211650 cites W2082760835 @default.
- W2949211650 cites W2088124913 @default.
- W2949211650 cites W2090007880 @default.
- W2949211650 cites W2102875151 @default.
- W2949211650 cites W2128328212 @default.
- W2949211650 cites W2143795125 @default.
- W2949211650 cites W2150614976 @default.
- W2949211650 cites W2168164241 @default.
- W2949211650 cites W2171886546 @default.
- W2949211650 cites W2291965751 @default.
- W2949211650 cites W2313677336 @default.
- W2949211650 cites W2335768726 @default.
- W2949211650 cites W2413232679 @default.
- W2949211650 cites W2436446687 @default.
- W2949211650 cites W2469363212 @default.
- W2949211650 cites W2513059204 @default.
- W2949211650 cites W2588148365 @default.
- W2949211650 cites W2765597054 @default.
- W2949211650 cites W2809107081 @default.
- W2949211650 cites W2887924773 @default.
- W2949211650 cites W3104614380 @default.
- W2949211650 doi "https://doi.org/10.1016/j.physd.2019.05.014" @default.
- W2949211650 hasPublicationYear "2019" @default.
- W2949211650 type Work @default.
- W2949211650 sameAs 2949211650 @default.
- W2949211650 citedByCount "18" @default.
- W2949211650 countsByYear W29492116502019 @default.
- W2949211650 countsByYear W29492116502020 @default.
- W2949211650 countsByYear W29492116502021 @default.
- W2949211650 countsByYear W29492116502022 @default.
- W2949211650 countsByYear W29492116502023 @default.
- W2949211650 crossrefType "journal-article" @default.
- W2949211650 hasAuthorship W2949211650A5001080766 @default.
- W2949211650 hasAuthorship W2949211650A5032924546 @default.
- W2949211650 hasAuthorship W2949211650A5055744490 @default.
- W2949211650 hasAuthorship W2949211650A5057353831 @default.
- W2949211650 hasConcept C101225446 @default.
- W2949211650 hasConcept C114614502 @default.
- W2949211650 hasConcept C121332964 @default.
- W2949211650 hasConcept C121864883 @default.
- W2949211650 hasConcept C134306372 @default.
- W2949211650 hasConcept C158622935 @default.
- W2949211650 hasConcept C172435161 @default.
- W2949211650 hasConcept C184720557 @default.
- W2949211650 hasConcept C191544260 @default.
- W2949211650 hasConcept C2524010 @default.
- W2949211650 hasConcept C2778562939 @default.
- W2949211650 hasConcept C2780843604 @default.
- W2949211650 hasConcept C2781349735 @default.
- W2949211650 hasConcept C33923547 @default.
- W2949211650 hasConcept C55637507 @default.
- W2949211650 hasConcept C62520636 @default.
- W2949211650 hasConcept C74650414 @default.
- W2949211650 hasConcept C9767117 @default.