ggovind@uceng.UC.EDU (girish govind) (10/06/89)
I am interested in obtaining the code for a package called "INSITE" (Interactive Nonlinear Systems Investigative Toolkit for Everyone) which was written by Dr. Thomas S. Parker at the University of California at Berkeley. This code was referred in an article in Proceedings of IEEE in the August 1987. If there is someone from Berkeley who is reading this group, especially someone familiar with the work of Dr. L.O. Chua, the above author used to be his student and graduated in May 1987 with his PhD. I can be reached at ggovind@uceng.uc.edu Any help would be greatly appreciated. I am interested in the UNIX version of the toolkit. Girish Govind Mail Location 30 Signal Processing and Computer Vision Group Department of Electrical and Computer Engrg. University of Cincinnati Cincinnati, OH 45221-0030 (513) 556-6297 (Office) (513) 556-7543 (Res.)
bilbo@navajo.berkeley.edu (Bill Baringer) (10/11/89)
In article <2336@uceng.UC.EDU> ggovind@uceng.UC.EDU (girish govind) writes: >I am interested in obtaining the code for a package called >"INSITE" (Interactive Nonlinear Systems Investigative Toolkit for Everyone) INSITE is a collection of easy-to-use programs for the simulation and characterization of dynamical systems, with an emphasis on chaotic systems. INSITE runs on the X11 graphics package under UNIX and on the MetaGraphics graphics package under PC-DOS. There is a short write-up on it in the August 1987 issue of the Proceedings of the IEEE. It contains graphically based, interactive programs that: calculate and plot trajectories and orbits, calculate and plot bifurcation diagrams of continuous- or discrete-time systems, calculate Lyapunov exponents (via simulation), calculate correlation dimension of attractors (from a data file obtained via experiment or simulation), calculate and plot one-dimensional invariant manifolds of a (Poincare) map, calculate and plot periodic solution of continuous- or discrete-time systems, and calculate and plot phase portraits of two-dimensional continuous-time systems. INSITE is available for distribution for both UNIX and DOS machines. The complete source code is included. Information about INSITE Software can be obtained by writing: INSITE Software P.O. Box 9662 Berkeley, CA 94709-9662