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krazii

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投稿

Fast, Optimal, Any-Angle Pathfinding (Polyanya)

research.monash.edu
76 ポイント·投稿者 krazii·3 年前·8 コメント

コメント

krazii
·2 年前·議論
Sure, it is not guaranteed profit, but it is certainly not "always a scam" as previous poster put it. It is very likely a way to make profit.
krazii
·3 年前·議論
I thought raising wages was not what you want to do to fight inflation?
krazii
·3 年前·議論
I think so. As long as you can calculate your cost based on any two points that have a straight line path between them.
krazii
·3 年前·議論
I implemented it for the path finding of zombies in my game. However, it was a little overkill for what were supposed to be brain dead zombies so I have since gone with something simpler and less optimal.
krazii
·3 年前·議論
An analogy with vision is definitely appropriate. From each node in the path you you push forward to the visible neighbor nodes. The efficiency of the algorithm comes from exploring the space polygon to polygon.
krazii
·3 年前·議論
Here is a visualisation of the algorithm I made a while back. https://m.youtube.com/watch?v=pJCNh5qsIuE
krazii
·4 年前·議論
When this question gets asked on forums I ussually see the answer "use what you are familiar with". So probably yes it would still be made.
krazii
·4 年前·議論
From memory Plato's ideal society was pretty wack. A "great lie" to wow citizens into respecting the ruling class. Taking children from their parents, forbiding knowledge of your biological family to avoid nepotism. Banning music and theatre so people don't get too excited about alternatives.
krazii
·4 年前·議論
Would much prefer if they just displayed a big warning on results that they have flagged as shit.
krazii
·4 年前·議論
I'm implementing this right now.

Trying to figure out a way to render the support functions to assist with debugging my implementation. At the moment I just sample the function in various directions around a unit sphere and try build a mesh from that. Too patchy.
krazii
·4 年前·議論
Why does nature have to be lawlike?
krazii
·5 年前·議論
Wittgenstein's "meaning is use" has been an invaluable maxim for me when it comes to assessing complex questions and arguments.

Glad to see his works discussed.