Grasshopper

algorithmic modeling for Rhino

peter fotiadis's Discussions (3,597)

Discussions Replied To (3433) Replies Latest Activity

"Well ... it's ONLY doable with code (as the 99% or real-life engineering cases - alt…"

peter fotiadis replied Jan 2, 2016 to Boids: 2d flocking pattern

13 Feb 10, 2020
Reply by Agata Korzeniewska

"Well ... nodes are points and connections are lines. The only thing that you must do…"

peter fotiadis replied Jan 2, 2016 to connection through a network of points

7 Nov 21, 2016
Reply by Manuel Muehlbauer

"Hmm ... you have a collection of // rays that collide (sooner or later) with some sh…"

peter fotiadis replied Jan 2, 2016 to Boids: 2d flocking pattern

13 Feb 10, 2020
Reply by Agata Korzeniewska

"Well ... ... always there's some Plan B to skin a cat but (since you are after AEC m…"

peter fotiadis replied Jan 2, 2016 to Boids: 2d flocking pattern

13 Feb 10, 2020
Reply by Agata Korzeniewska

"Well Jo 1. I have no idea what SpiderWeb does. 2. By "tutorial" for translating some…"

peter fotiadis replied Jan 2, 2016 to connection through a network of points

7 Nov 21, 2016
Reply by Manuel Muehlbauer

"BTW: Since building the adj Matrix is not that easy and IF the cost - in your case -…"

peter fotiadis replied Dec 30, 2015 to Branching path system in a 3d matrix

17 Dec 30, 2015
Reply by peter fotiadis

"And here's an adj Matrix for very few (random) flat points with random connections. "

peter fotiadis replied Dec 30, 2015 to Branching path system in a 3d matrix

17 Dec 30, 2015
Reply by peter fotiadis

"Well Given a collection of nodes (and some connections => in total: a graph) the…"

peter fotiadis replied Dec 30, 2015 to Branching path system in a 3d matrix

17 Dec 30, 2015
Reply by peter fotiadis

"Hmm ... (are you familiar with C#?) The "by the book" solution is to write down a re…"

peter fotiadis replied Dec 30, 2015 to connection through a network of points

7 Nov 21, 2016
Reply by Manuel Muehlbauer

"BTW: If this (Dijkstra routing on Points + Adjacency Matrices) is what you want I ca…"

peter fotiadis replied Dec 27, 2015 to Branching path system in a 3d matrix

17 Dec 30, 2015
Reply by peter fotiadis

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