Colin Sparrow - Concepedia

Concepedia

Author

Colin Sparrow

University of Cambridge

Also Known As

C T Sparrow, C. Sparrow, C.T Sparrow, C.T. Sparrow, COLIN SPARROW, Colin Sparrow, Colin T. Sparrow, Sparrow, C.

42

Publications

16.9K

Citations

15

H-Index

35

Concepts

All Affiliations

University of Cambridge University of Warwick Institute of Mathematical Statistics Bridge University

CS

About

Colin Sparrow is an author at University of Cambridge specializing in stability, engineering, and arts.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	6	6	14.9K
2	Arts	3	3	14.7K
3	Business	2	2	43
4	Health Sciences	1	1	86
5	Humanities	1	1	14.7K

Colin Sparrow

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17

Publications

16.9K

Citations

15

H-Index

	Year	Citations
The Fractal Geometry of Nature. Colin Sparrow, B. B. Mandelbrot Journal of the Royal Statistical Society Series A (General) Integral GeometryComputer GraphicsDiscrete GeometryArt HistoryHumanities	1984	14.7K
The Lorenz Equations: Bifurcations, Chaos, and Strange Attractors. John Guckenheimer, Colin Sparrow American Mathematical Monthly Deterministic Dynamical SystemChaos TheoryPredicted BifurcationsSimple PropertiesLorenz Equations	1984	1.1K
Local and global behavior near homoclinic orbits Paul Glendinning, Colin Sparrow Journal of Statistical Physics Orbit DeterminationCelestial MechanicGlobal Behavior	1984	423
T-points: A codimension two heteroclinic bifurcation Paul Glendinning, Colin Sparrow Journal of Statistical Physics Codimension TwoBifurcation TheoryGeometry	1986	118
Frequency encoded biochemical regulation is more accurate than amplitude dependent control Paul E. Rapp, A.I. Mees, Colin Sparrow Journal of Theoretical Biology Biophysical ModelingSignal TransductionBiochemistryNatural SciencesPhysiology	1981	86
The classification of topologically expansive lorenz maps John H. Hubbard, Colin Sparrow Communications on Pure and Applied Mathematics Expansive Lorenz MapTopological DynamicSet-theoretic TopologyExpansive Lorenz MapsTopological Algebra	1990	72
Chaos in a three-dimensional single loop feedback system with a piecewice linear feedbackk function Colin Sparrow Journal of Mathematical Analysis and Applications EngineeringChaos TheoryMechanical SystemsHigh-dimensional ChaosBifurcation Theory	1981	65
Prime and renormalisable kneading invariants and the dynamics of expanding Lorenz maps Paul Glendinning, Colin Sparrow Physica D Nonlinear Phenomena Integral GeometryGeometry Of NumberRenormalisable Kneading InvariantsLorenz MapsEngineering	1993	58
Bifocal homoclinic orbits in four dimensions A. C. Fowler, Colin Sparrow Nonlinearity Integral GeometryBifocal Homoclinic OrbitsLocal Strange BehaviourDeterministic Dynamical SystemEngineering	1991	44
Bifurcation and chaotic behaviour in simple feedback systems Colin Sparrow Journal of Theoretical Biology Simple Feedback SystemsDeterministic Dynamical SystemChaos TheoryBifurcation TheoryStability	1980	41

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