Do really respect this video cos it really gave a satellite view for beginners in this field thanks!! I just have a qn : Is there any method to randomly generate polygons with different number of vertices (say 5 to 100 vertices polygons) and create a map out of it? Thanks in advance for your reply.
That's an interesting question. While I don't know the answer, I can tell you that Voronoi diagrams are not good for controlling the number of vertices or edges, both of which are happenstance in that they are determined by the interplay of multiple areas and seeds.
Thanks! You're right, actually. It was for a coding bootcamp I did where they stopped letting people give talks for a particular project, so I made this video. I've considered making a more polished version, but this one seems like it's doing fine.
i dont mean to be offtopic but does anybody know a tool to get back into an Instagram account..? I somehow lost my password. I would appreciate any tips you can give me.
@Kace Cannon Thanks so much for your reply. I found the site on google and im waiting for the hacking stuff now. Looks like it's gonna take a while so I will reply here later with my results.
The part at the end in which I describe the implementation refers to "cells" and "sections", which is slightly confusing because I was using my own terminology from code. "Cells" are whole squares and "sections" are the triangular sub-parts of those cells, 8 per cell. Hope that helps. BTW, the game title has change from Manhattan Edge to Voronoi Voyager and is nearly complete. Gameplay video is up on VoronoiVoyager.com
Amazing video! I feel like this would be very very useful when generating procedural rivers.
Absolutely fantastic presentation :D it's great for water foam simulation thanks!
So tight! Thanks so much my dude!
Great summary, thoroughly impressed! :)
Amaizing vidéo bro !!
I'm just starting a project about voronoi diagram etc.. and this video is a blessing ! good job for your own projects !
you're right bro! ;) follow the flow
this was such a good video thank you
Nice video. Thanks for the clear explanation
Do really respect this video cos it really gave a satellite view for beginners in this field thanks!!
I just have a qn : Is there any method to randomly generate polygons with different number of vertices (say 5 to 100 vertices polygons) and create a map out of it? Thanks in advance for your reply.
That's an interesting question. While I don't know the answer, I can tell you that Voronoi diagrams are not good for controlling the number of vertices or edges, both of which are happenstance in that they are determined by the interplay of multiple areas and seeds.
3D Voronoi Diagrams also seem interesting
I'm guessing this is some school presentation or something, but it's actually incredibly well done and informative.
Thanks! You're right, actually. It was for a coding bootcamp I did where they stopped letting people give talks for a particular project, so I made this video. I've considered making a more polished version, but this one seems like it's doing fine.
@@ReeseEifler aye bruh i want more videos it was cool
Espectacular wrap up of Voronoi Diagrams!
i dont mean to be offtopic but does anybody know a tool to get back into an Instagram account..?
I somehow lost my password. I would appreciate any tips you can give me.
@Rex Brandon instablaster :)
@Kace Cannon Thanks so much for your reply. I found the site on google and im waiting for the hacking stuff now.
Looks like it's gonna take a while so I will reply here later with my results.
@Kace Cannon it worked and I now got access to my account again. Im so happy!
Thank you so much, you saved my ass :D
@Rex Brandon you are welcome =)
Nice
Thanks for sharing. Although i don't fully understand it from 13:20
The part at the end in which I describe the implementation refers to "cells" and "sections", which is slightly confusing because I was using my own terminology from code. "Cells" are whole squares and "sections" are the triangular sub-parts of those cells, 8 per cell. Hope that helps. BTW, the game title has change from Manhattan Edge to Voronoi Voyager and is nearly complete. Gameplay video is up on VoronoiVoyager.com
@@ReeseEifler Thanks! Keep it up!
3d Voronoi Diagrams form the skeleton of a bubble foam.
"Voronoi diagrams are a subset of Lie Groups"
I don't need sleep, I need answers!
you sound like TJ Miller!
Love me some TJ Miller! I'll take it.