Show pageOld revisionsBacklinksBack to top You've loaded an old revision of the document! If you save it, you will create a new version with this data. Media Files ==== zalewskian phase space ==== Based on the work of Michel Zalewski, in his analysis of TCP/IP sequences. "Take four numbers. Make X equal to the second number minus the first number. Make Y equal to the third number minus the second number. Then make Z equal to the last number minus the third number. Given the XYZ coordinate, draw a point. It turns out that many, many non-random datasets will have extraordinarily apparent regions in 3-space with increased density, reflecting common rates of change of the apparently random dataset. These regions are referred to as Strange Attractors, and can be used to predict future values from an otherwise random system." -- from the man page for <code>phentropy</code> Strange Attractors and TCP/IP Sequence Number Analysis >> http://razor.bindview.com/publish/papers/tcpseq.html --- related: [[Computer Science]], [[Computer Security]], [[Network Topology]] --- Please fill all the letters into the box to prove you're human. Please keep this field empty: SavePreviewCancel Edit summary Note: By editing this page you agree to license your content under the following license: CC Attribution-Share Alike 4.0 International zalewskian_phase_space.1184250689.txt.gz Last modified: 2007-07-12 14:31by nik
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