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<title>Numerical continuation methods for dynamical systems:</title>
<subTitle>path following and boundary value problems</subTitle>
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<namePart>Bernd Krauskopf</namePart>
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<name type="Personal Name" authority="">
<namePart>Hinke M Osinga</namePart>
<role><roleTerm type="text">Additional Author</roleTerm></role>
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<name type="Personal Name" authority="">
<namePart>Jorge Galan-Vioque</namePart>
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<publisher>Springer</publisher>
<dateIssued>2007</dateIssued>
<issuance>monographic</issuance>
<edition></edition>
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<languageTerm type="code">en</languageTerm>
<languageTerm type="text">Inggris</languageTerm>
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<extent>xix, 399 hal, ilus</extent>
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<note>Buku ini terdiri dari 12 bab yaitu Pendahuluan Kata Pengantar; Herbert B. Keller.1. Catatan Kuliah tentang Analisis Numerik Persamaan Nonlinier; Eusebius J. Doedel.2. Alat Kelanjutan Interaktif; Willy Govaerts dan Yuri A. Kuznetzov.3. Kelanjutan Dimensi Tinggi; Michael E. Henderson.4. Menghitung Manifold Invarian melalui Kelanjutan Segmen Orbit; Bernd Krauskopf dan Hinke M. Osinga.5. Dinamika SQUID dan Coupled Pendula; Donald G. Aronson dan Hans G. Othmer.6. Analisis Bifurkasi Global dalam Sistem Laser; Emilio Freire dan Alejandro J. Rodriguez-Luis.8. Kelanjutan Orbit Berkala dalam Sistem Skala Waktu Berganda; John Guckenheimer dan M. Drew Lamar.9. Kelanjutan Orbit Periodik dalam Sistem Hamiltonian Simetris; Jorge Galan-Vioque dan Andre Vanderbauwhede.10. Kondisi Fase, Simetri dan Kelanjutan PDE; Wolf-Jurgen Beyn dan Vera Thummler.11. Komputasi Numerik Struktur Koheren; Alan R. Champneys dan Bjoern Sandstede.12. Analisis Lanjutan dan Bifurkasi Persamaan Diferensial Delay; Dirk Roose dan Robert Szalai.Index.</note>
<subject authority=""><topic>Continuation methods.</topic></subject>
<subject authority=""><topic>Differentiable dynamical systems.</topic></subject>
<subject authority=""><topic>Boundary value problems -- Computer programs.</topic></subject>
<classification>515.35</classification><identifier type="isbn"></identifier><location>
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