Alright, of the non completed nodes, B and D, the one with the smallest distance is B with distance of five.

Smallest

In this particular example, the third smallest, here's the smallest, here's the second smallest, and here's the third smallest.

Smallest coin

To get the smallest distance in here, the nature thing to do is to loop through the list.

The smallest size.

So we think of Ci as picking the cluster centroid with the smallest squared distance to my training example Xi.

So the smallest, the smallest of the odd integers is 75.

1 Absolute Value Smallest

Select Smallest Enclosing Block

What's the next smallest?

This is the smallest?

So it gets the smallest and then the next smallest and then the next smallest until the list is exhausted.

It's not the smallest odd integer of all integers, it's is the smallest odd of these three, the smallest odd integer.

This one is the smallest.

So it would be that distance plus that distance plus that distance plus that distance.

So if the smallest one is x, the next smallest odd integer is x plus 2, is equal to the next smallest odd integer

Distance

Distance

Distance

This distance is the same distance as this distance right there.

The smallest icebergs are called growlers.

And then what's the next smallest?

Actually, the smallest is right here.

The smallest one is... this size.

I have not the smallest hope.

I watch you in the distance (distance)

So the smallest element over all is either the smallest element A or it's the smallest element B. So you just check both places, the smaller one is the smallest you copy it over and you repeat.

We look at which one has the current smallest, and we copy the smallest one over. Okay?

Subject Distance

Subject Distance

Maximum distance

Fade distance

Slice distance

Distance exponent

Min distance

Distance Test

Angular Distance

Angular distance

Minimal distance

Subject distance

Distance range

Distance Attenuation

Long distance.

Walking distance?