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1
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33746747272
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An efficient Newton algorithm for periodic orbits of high-dimensional nonlinear non-autonomous dynamical systems
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H. Ito and Y. Ueda, "An efficient Newton algorithm for periodic orbits of high-dimensional nonlinear non-autonomous dynamical systems," Proc. 1993 IEICE Spring Conf., no.A-62, 1993.
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(1993)
Proc. 1993 IEICE Spring Conf.
, Issue.A-62
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Ito, H.1
Ueda, Y.2
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3
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0001101263
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A Newton-Picard shooting method for computing periodic solutions of large-scale dynamical systems
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D. Roose, K. Lust, A. Champneys, and A. Spence, "A Newton-Picard shooting method for computing periodic solutions of large-scale dynamical systems," Chaos Solitons & Fractals, vol.5, no.10, pp.1913-1925, 1995.
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(1995)
Chaos Solitons & Fractals
, vol.5
, Issue.10
, pp. 1913-1925
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Roose, D.1
Lust, K.2
Champneys, A.3
Spence, A.4
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4
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33746775799
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Locating periodic orbits and bifurcation points using subspace shooting
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H. Ito and A. Kumamoto, "Locating periodic orbits and bifurcation points using subspace shooting," Technology Reports of Kansai University, no.40, pp.41-54, 1998.
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(1998)
Technology Reports of Kansai University
, Issue.40
, pp. 41-54
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Ito, H.1
Kumamoto, A.2
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5
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85027167012
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Bifurcation in a periodically forced oscillator with spatial degrees of freedom
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Hakone, Japan
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H. Ito, E. Mosekilde, and Y. Ueda, "Bifurcation in a periodically forced oscillator with spatial degrees of freedom," Proc. 1992 Symp. on Nonlinear Theory and its Applications (NOLTA'92), Hakone, Japan, pp.111-114, 1992.
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(1992)
Proc. 1992 Symp. on Nonlinear Theory and Its Applications (NOLTA'92)
, pp. 111-114
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Ito, H.1
Mosekilde, E.2
Ueda, Y.3
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6
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33746682748
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Bifurcation analysis of a spatially-extended forced oscillator using subspace Newton algorithm
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H. Ito and Y. Ueda, "Bifurcation analysis of a spatially-extended forced oscillator using subspace Newton algorithm," 1995 National Convention Record IEE Japan, no.11, 1995.
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(1995)
1995 National Convention Record IEE Japan
, Issue.11
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Ito, H.1
Ueda, Y.2
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7
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0027641824
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Stabilization of unstable procedures: The recursive projection method
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G.M. Shroff and H.B. Keller, "Stabilization of unstable procedures: The recursive projection method," SIAM J. Numer. Anal., vol.30, no.4, pp.1099-1120, 1993.
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(1993)
SIAM J. Numer. Anal.
, vol.30
, Issue.4
, pp. 1099-1120
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Shroff, G.M.1
Keller, H.B.2
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8
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0031279807
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Computation, continuation and bifurcation analysis of periodic solutions of delay differential equations
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T. Luzyanina, K. Engelborghs, K. Lust, and D. Roose, "Computation, continuation and bifurcation analysis of periodic solutions of delay differential equations," Int. J. Bifurcation and Chaos, vol.7, no.11, pp.2547-2560, 1997.
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(1997)
Int. J. Bifurcation and Chaos
, vol.7
, Issue.11
, pp. 2547-2560
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Luzyanina, T.1
Engelborghs, K.2
Lust, K.3
Roose, D.4
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9
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0010717274
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Report TW251, Dept. of Computer Science, Catholic Univ. Leuven
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K. Engelborghs, K. Lust, and D. Roose, "A Newton-Picard method for accurate computation of period doubling bifurcation points of large-scale systems of ODEs," Report TW251, Dept. of Computer Science, Catholic Univ. Leuven, 1996.
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(1996)
A Newton-Picard Method for Accurate Computation of Period Doubling Bifurcation Points of Large-scale Systems of ODEs
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Engelborghs, K.1
Lust, K.2
Roose, D.3
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10
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0042850155
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Report TW218, Dept. of Computer Science, Catholic Univ. Leuven
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K. Lust, D. Roose, A. Champneys, and A. Spence, "An adaptive Newton-Picard algorithm with subspace iteration for computing periodic solutions," Report TW218, Dept. of Computer Science, Catholic Univ. Leuven, 1994.
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(1994)
An Adaptive Newton-Picard Algorithm with Subspace Iteration for Computing Periodic Solutions
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Lust, K.1
Roose, D.2
Champneys, A.3
Spence, A.4
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11
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84985765974
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Forced oscillations in a nonlinear system with time delay
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Y. Ueda and Y. Inoue, "Forced oscillations in a nonlinear system with time delay," Trans. IEE Japan, vol.95-A, no.6, pp.239-246, 1975.
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(1975)
Trans. IEE Japan
, vol.95 A
, Issue.6
, pp. 239-246
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Ueda, Y.1
Inoue, Y.2
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12
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33746733203
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On bifurcation phenomena in a nonlinear system with delay time
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Y. Ueda, T. Mitsui, and J.M.T. Thompson, "On bifurcation phenomena in a nonlinear system with delay time," IEICE Technical Report, NLP91-44, pp.53-59, 1991.
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(1991)
IEICE Technical Report, NLP91-44
, pp. 53-59
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Ueda, Y.1
Mitsui, T.2
Thompson, J.M.T.3
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