Or this'll be the shortest offensive of all time.

To Shortest

Remove all the tiles from the game board within the shortest time possible.

Resize Widgets to Shortest

On the shortest path.

Great geniuses have the shortest biographies.

It's the shortest route to Boston.

It's the shortest route to Paris.

Shortest route to the prison... March!

The shortest path from I to K followed by the shortest path from K to J or the shortest path from I to J whichever those two things are shortest, is the shortest path from I to J possibly using K and things less than K.

Now, given that we can execute a shortest path from any given node, then m logn time.

I wonder which way is the shortest.

Actually, the shortest one is one month.

Finding the shortest path in a weighted, undirected connected graph took time m times the logarithm of n.

We took the shortest way to the station.

This is the shortest way to the station.

But it's not the shortest Atari 2600 game!

Good company on the road is the shortest cut.

That is also on the shortest path, I see.

At this point, even though we have a shortest hop path to B, we don't have a shortest link path to B.

We had talked about shortest paths in a graph, but now let's extend this notion to the shortest weighted path in our graph.

The shortest Atari 2600 game is this one starting now!

For each node, you find the shortest distance so far.

But the pairwise shortest path problem is of independent interest.

The running time for that approach is going to be big Θ of n, the number of nodes times the time that it takes to do a shortest path search.

As you can see, the shortest path will lead along here.

And he said, That is the shortest distance between two points.

To be eligible for a place amongst the high scores player has to complete a game instance within the shortest period of time possible.

And for breadth first search, optimal would mean finding the shortest path.

If you think it's guaranteed to find the shortest path, check here.

Any shortest path is going to be a simple path. Right. Why?

Male narrator So we move on, we look for another shortest path.

That the shortest path between them is no more than K steps.

So the second one was the shortest one just reading it, right?

My challenge is the shortest seminar I usually do is 50 hours.

And he said one day, What's the shortest distance between two points?

The shortest way to get there is... going straight and turning here.

As far as I know, he is the shortest student in this school.

So here's a graph, we have been talking about things like shortest paths.

The sum of results, so all the hubs' shortest path distance is stored?

But then, it turns around and it will turn around first at its shortest axis and it'll start collapsing along the shortest axis while still expanding in the other two.

Now it could be called shortest first search because what it does is always choose of the frontier one of the paths that hadn't been considered yet that's the shortest possible.

Remember, we want to get the shortest distance between this point and the line.

And you can see that it doesn't necessarily find the shortest path of all.

We now know what the shortest distance is from A to in the graph.