Scientific publications on the Lorenz manifold
We have published several papers on the Lorenz manifold in scientific journals. Quite a lot of these include animations or come with dedicated multimedia supplements. While these papers do assume a basic calculus background, we believe that they are suitable for a non-specialist audience with an interest in dynamical systems.

Crocheting the Lorenz manifold

	Crocheting the Lorenz manifold Hinke M. Osinga & Bernd Krauskopf The Mathematical Intelligencer 26(4): 25-37, 2004
	This paper cannot be downloaded, but the preprint containing the crochet instructions is available

The Lorenz equations and the Lorenz manifold

	The Lorenz manifold as a collection of geodesic level sets Bernd Krauskopf & Hinke M. Osinga Nonlinearity 17(1): C1-C6, 2004
	This paper and associated animations are accessible subject to subscription, but you can view a copy of the multimedia supplement
	Visualizing the structure of chaos in the Lorenz system Hinke M. Osinga & Bernd Krauskopf Computers & Graphics 26(5): 815-823, 2002
	This paper is accessible subject to subscription, but the preprint can be downloaded for free.

The algorithm and computations of the Lorenz manifold

	A survey of methods for computing (un)stable manifolds of vector fields Bernd Krauskopf, Hinke M. Osinga, Eusebius J. Doedel, Michael E. Henderson, John M. Guckenheimer, Alexander Vladimirsky, Michael Dellnitz & Oliver Junge Int. J. Bifurcation & Chaos 15(3): 763-791, 2005
	This paper is accessible subject to subscription, but the preprint can be downloaded for free.
	Computing geodesic level sets on global (un)stable manifolds of vector fields Bernd Krauskopf & Hinke M. Osinga SIAM Journal on Applied Dynamical Systems 2(4): 546-569, 2003
	This paper and associated animations are accessible subject to subscription, but see the preprint and an older version of the multimedia material; two animations showing the Lorenz manifold are linked from the images on the right.
	Two-dimensional global manifolds of vector fields Bernd Krauskopf & Hinke M. Osinga Chaos 9(3): 768-774, 1999
	This paper comes with a dedicated multimedia supplement that can be accessed for free; the text is accessible subject to subscription, but the preprint can be downloaded for free.
	Globalizing two-dimensional unstable manifolds of maps Bernd Krauskopf & Hinke M. Osinga Int. J. Bifurcation & Chaos 8(3): 483-503, 1998
	This paper contains our first image of the Lorenz manifold; it is accessible subject to subscription, but a multimedia electronic preprint can be viewed for free.