Earlier quoted context omitted.
This sort of algorithm is also a demonstration of how useful different types of presentation can be when learning. The original paper isn't a bad source, but it's very wordy because words are all it uses. There's an animated diagram on the Wikipedia page for Dijkstra's algorithm[1] that probably is worth a thousand words, and given a brief introduction to the idea so you know what the diagram is illustrating, togethe…
Best introduction to Dijkstra algorithm and A*, with great visualisations is http://www.redblobgames.com/pathfinding/a-star/introduction....
Dijkstra's Algorithm
11–20 of 20 posts
Re: Dijkstra's Algorithm
#12Earlier quoted context omitted.
This sort of algorithm is also a demonstration of how useful different types of presentation can be when learning. The original paper isn't a bad source, but it's very wordy because words are all it uses. There's an animated diagram on the Wikipedia page for Dijkstra's algorithm[1] that probably is worth a thousand words, and given a brief introduction to the idea so you know what the diagram is illustrating, togethe…
"There's an animated diagram on the Wikipedia page for Dijkstra's algorithm" Dijkstra must be turning in his grave. He was strongly opposed to the use of pictures in his papers. I can't find a direct quote, but https://www.cs.utexas.edu/users/EWD/transcriptions/EWD10xx/E... says: "But this historical explanation is no excuse for the fact that today Euclidean geometry, with all its known defects, is still taught as th…
Re: Dijkstra's Algorithm
#13Is it only me who finds this website unreadable?
Re: Dijkstra's Algorithm
#14Re: Dijkstra's Algorithm
#15Path findPath();
not void findPath() which stores the results as fields on PathFinder.
Re: Dijkstra's Algorithm
#16Re: Dijkstra's Algorithm
#17Earlier quoted context omitted.
This sort of algorithm is also a demonstration of how useful different types of presentation can be when learning. The original paper isn't a bad source, but it's very wordy because words are all it uses. There's an animated diagram on the Wikipedia page for Dijkstra's algorithm[1] that probably is worth a thousand words, and given a brief introduction to the idea so you know what the diagram is illustrating, togethe…
"There's an animated diagram on the Wikipedia page for Dijkstra's algorithm" Dijkstra must be turning in his grave. He was strongly opposed to the use of pictures in his papers. I can't find a direct quote, but https://www.cs.utexas.edu/users/EWD/transcriptions/EWD10xx/E... says: "But this historical explanation is no excuse for the fact that today Euclidean geometry, with all its known defects, is still taught as th…
At least one instance of using pictures to illustrate things.
Your quote is about being opposed to weak (informal, hard to show correctness or make consistent across the range of things he wanted to prove) proofs by diagramming, where he wanted more formal reasoning.
The man was no fool, in at least some of his presentations I've seen (videos) he also used diagrams and pictures to illustrate things. They're necessary on occasion.
EDIT: Typos from trying to comment from my phone.
Re: Dijkstra's Algorithm
#18Re: Dijkstra's Algorithm
#19For those who are searching for improved Dijkstra's algorithm, delta-stepping is a good one: https://www.cs.utexas.edu/~pingali/CS395T/2012sp/papers/delt...
Another (more modest) improvement is Uniform Cost Search[1] (see comparison with DA: https://www.aaai.org/ocs/index.php/SOCS/SOCS11/paper/viewFil... ) which then leads naturally to A* and bidirectional search which can be augmented with pre-processing. (Good summary: https://www.microsoft.com/en-us/research/publication/point-t... )
[1] Despite what wikipedia says, UCS is not the same as DA.
Re: Dijkstra's Algorithm
#20Earlier quoted context omitted.
This sort of algorithm is also a demonstration of how useful different types of presentation can be when learning. The original paper isn't a bad source, but it's very wordy because words are all it uses. There's an animated diagram on the Wikipedia page for Dijkstra's algorithm[1] that probably is worth a thousand words, and given a brief introduction to the idea so you know what the diagram is illustrating, togethe…
Best introduction to Dijkstra algorithm and A*, with great visualisations is http://www.redblobgames.com/pathfinding/a-star/introduction....