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1
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0001093151
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Annular chaotic areas
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Barugola, A., Cathala, J. C. & Mira, C. [1986] "Annular chaotic areas," Nonlin. Anal T.M. A. 10, 1223-1236.
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Nonlin. Anal T.M. A.
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Barugola, A.1
Cathala, J.C.2
Mira, C.3
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2
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0003305027
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An extension of the notion of chaotic area of two-dimensional endomorphisms
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(Batschuns, Austria) (World Scientific, Singapore)
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Barugola, A. & Cathala, J. C. [1992] "An extension of the notion of chaotic area of two-dimensional endomorphisms," European Conf. Iteration Theory (ECIT) (Batschuns, Austria) (World Scientific, Singapore).
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Barugola, A.1
Cathala, J.C.2
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3
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21844492006
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Extension of the notion of chaotic area in second order endomorphisms
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Barugola, A., Cathala, J. C. & Mira, C. [1995] "Extension of the notion of chaotic area in second order endomorphisms," Int, J. Bifurcation and Chaos 5, 751-777.
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Int, J. Bifurcation and Chaos
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Barugola, A.1
Cathala, J.C.2
Mira, C.3
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4
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0032623068
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Plane maps with denominators. I. Some generic properties
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Bischi, G. I, Gardini, L. & Mira, C. [1999] "Plane maps with denominators. I. Some generic properties," Int. J. Bifurcation and Chaos 9, 119-153.
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(1999)
Int. J. Bifurcation and Chaos
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, pp. 119-153
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Bischi, G.I.1
Gardini, L.2
Mira, C.3
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5
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0141519844
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On some properties of absorptive areas in 2nd order endomorphisms
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(Batschuns, Austria) (World Scientific, Singapore)
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Cathala, J. C. [1989] "On some properties of absorptive areas in 2nd order endomorphisms," European Conf. Iteration Theory (ECIT) (Batschuns, Austria) (World Scientific, Singapore).
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European Conf. Iteration Theory (ECIT)
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Cathala, J.C.1
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7
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43949172086
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On models with a non-rough homoclinic Poincaré curve
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Gonchenko, V. S., Turaev, D. V. & Shilnikov, L. P. [1993] "On models with a non-rough homoclinic Poincaré curve," Physica D62, 1-14.
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Physica
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Gonchenko, V.S.1
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Shilnikov, L.P.3
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9
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0003934337
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Recurences and Discrete Dynamic Systems
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Springer-Verlag
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Gumowski, I. & Mira, C. [1980b] Recurences and Discrete Dynamic Systems Lecture Notes in Mathematics, Vol. 809 (Springer-Verlag).
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Lecture Notes in Mathematics
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Gumowski, I.1
Mira, C.2
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10
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0034239239
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A method to calculate basin bifurcation sets for a two-dimensional noninvertible map
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Kitajima, H., Kawakami, H. & Mira, C. [2000] "A method to calculate basin bifurcation sets for a two-dimensional noninvertible map," Int, J. Bifurcation and Chaos 10, 2001-2014.
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Int, J. Bifurcation and Chaos
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Kitajima, H.1
Kawakami, H.2
Mira, C.3
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11
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0002634180
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Un attracteur étrange? du type attracteur de Hénon
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Lozi, R. [1978] "Un attracteur étrange? du type attracteur de Hénon.," J. Phys. (Paris) 39, 9-10.
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J. Phys. (Paris)
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, pp. 9-10
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Lozi, R.1
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12
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0030627422
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Homoclinic and heteroclinic situations specific to two-dimensional nonivertible maps
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Millérioux, G. & Mira, C. [1997] "Homoclinic and heteroclinic situations specific to two-dimensional nonivertible maps," Int. J. Bifurcation and Chaos 7, 39-70.
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, vol.7
, pp. 39-70
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Millérioux, G.1
Mira, C.2
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13
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0003805342
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World Scientific, Singapore
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Mira, C. [1987] Chaotic Dynamics (World Scientific, Singapore), 450 pp.
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(1987)
Chaotic Dynamics
, pp. 450
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Mira, C.1
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14
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0009193401
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Sur quelques problèmes de dynamique complexe (Colloque Modèles mathématiques en biologie
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Montpellier 22-24 Nov. 1978, Proc. Lecture Notes in Bio-Mathematics
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Mira, C. [1978] "Sur quelques problèmes de dynamique complexe (Colloque Modèles mathématiques en biologie," J. Math. de la Société Math, de France Montpellier 22-24 Nov. 1978, Proc. Lecture Notes in Bio-Mathematics Vol. 41, pp. 169-205.
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J. Math. de la Société Math, de France
, vol.41
, pp. 169-205
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Mira, C.1
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15
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0001322327
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Frontière floue séparant les domaines d'attraction de deux attracteurs. Exemples
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Mira, C. [1979] "Frontière floue séparant les domaines d'attraction de deux attracteurs. Exemples," C. R. Acad. Sc. Paris A288, 591-594.
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C. R. Acad. Sc. Paris
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, pp. 591-594
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Mira, C.1
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16
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0003287238
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World Scientific Series on Nonlinear Sciences, Series A
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Mira, C., Gardini, L., Barugola, A. & Cathala, J. C. [1996] Chaotic Dynamics in Two-dimensional Noninvertible Maps, World Scientific Series on Nonlinear Sciences, Series A, Vol. 20, 630 pp.
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(1996)
Chaotic Dynamics in Two-dimensional Noninvertible Maps
, vol.20
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Mira, C.1
Gardini, L.2
Barugola, A.3
Cathala, J.C.4
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17
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0033176991
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Implicit approximation of a stable manifold generated by a two-dimensional quadratic map
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Mira, C., Abdel Basset, H. & El Hamouly, H. [1999] "Implicit approximation of a stable manifold generated by a two-dimensional quadratic map," Int. J. Bifurcation and Chaos 9, 1535-1547.
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Int. J. Bifurcation and Chaos
, vol.9
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Mira, C.1
Abdel Basset, H.2
El Hamouly, H.3
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