It's all very one dimensional.

And that three dimensional view is actually much more useful for us.

We have progressed from a zero dimensional point, to a one dimensional line segment, to a two dimensional triangle.

So you can basically program any three dimensional shape or one dimensional, two dimensional up into this chain completely passively.

So now I'm going to show you a number of projects that we've built, from one dimensional, two dimensional, three dimensional and even four dimensional systems.

And that's why my training examples are now N dimensional rather N plus one dimensional vectors.

So, a one dimensional space is just a line.

Let's for now just consider the one dimensional case.

like a 4 dimensional or 5 dimensional figure.

Show one view of this cube.

Merge all calendars into one view

Essentially it becomes one dimensional, we lose our 2 dimensionality

In this case X is one dimensional which is N 1.

Now we extend it out one inch and we have a one dimensional line segment.

Sorting multi dimensional array

Insert 2 dimensional vector

Toward the Dimensional Gate.

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Let's look at one more way of representing a four dimensional object.

An event seen from one point of view gives one impression.

Remember that now this state space is 3 dimensional, not 2 dimensional.

One vigorous and he grew clear to view

Make the next split view the active one.

Make the previous split view the active one.

You could just view them as one variable.

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What I am saying though is that human beings are not one dimensional.

There might be somebody on one right now, participating in multi dimensional engagement.

It's amazing, this entire program over here implements a one dimensional common feature.

The other point that's worth noticing is how one dimensional this projection is.

And one can, in fact, reconstruct the 3 dimensional shape of this object.

However, I printed out a 2 dimensional table, not a 3 dimensional table.

Narrator An event seen from one point of view gives one impression.

create scientific 2 dimensional graphs

It's a 3 dimensional state.

Here's a 2 dimensional space.

Show one view of this cube, from the front.

And one of these view graphs caught my attention.

So next, we will talk about two dimensional and three dimensional shapes of ellipticals.

So in one dimensional systems this is a project called the self folding proteins.

When I reduce, I will do this for the one dimensional case on paper.

The strange one looks likes this that we live in a three dimensional world.

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