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Just another programming weblog
Finding All Paths of Minimum Length to a Node Using Dijkstra’s Algorithm | Computer programming
https://compprog.wordpress.com/2008/01/17/finding-all-paths-of-minimum-length-to-a-node-using-dijkstras-algorithm
Just another programming weblog. Finding All Paths of Minimum Length to a Node Using Dijkstra’s Algorithm. Posted by scvalex under Algorithms. In this article I describe a way of modifying Dijkstra’s Alogrithm. In order to find all the shortest path from a source to a node. This article assumes you know how Dijkstra’s Algorithm works. If you don’t, see my previous post. Or the Wikipedia article. The shortest paths leading to a node. I can help, but to be honest, this is obvious. Define MAX(a, b) ( a b)?
Langton’s Ant | Computer programming
https://compprog.wordpress.com/2008/02/15/langtons-ant
Just another programming weblog. Posted by scvalex under Practical. Langton’s Ant is a turmite governed by simple rules whose outcome is both unpredictable and intresting. The path taken by the ant generates some surprising shapes, never appearing when you would expect them to, but a seemingly random moments. This article describes the rules behind Langton’s Ant, shows some of the images formed and provides a Python programme to simulate the ant. If the ant is on a black square, it turns right 90 degrees.
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Stephanie West-Puckett | writing, teaching, studying new media and digital rhetorics
Writing, teaching, studying new media and digital rhetorics. I am a digital rhetorician, compositionist, and activist scholar– engaging digital writing, new media, critical web literacies, and professional communication in K12, university, and community learning environments. I am passionate about innovative, research-based writing pedagogy and write and manage grants that build university/school/community collaborations to leverage digital media for student, teacher, and community empowerment. Creating ...
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Computer programming | Just another programming weblog
Just another programming weblog. Posted by scvalex under Practical. Langton’s Ant is a turmite governed by simple rules whose outcome is both unpredictable and intresting. The path taken by the ant generates some surprising shapes, never appearing when you would expect them to, but a seemingly random moments. This article describes the rules behind Langton’s Ant, shows some of the images formed and provides a Python programme to simulate the ant. If the ant is on a black square, it turns right 90 degrees.
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