Projection

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That is what the projection is.

Reforming or overthrowing?

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Well, the projection I'll do it over here.

What is the length of the projection squared?

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So it's going to be this minus the length of the projection squared.

Does toppling mean anything to you?

length of the projection onto I of v2.

The color of movies and the way light makes the colors, light from behind the projection, or light from the projection, makes the colors look so impossible.

So the length of the projection onto I of v2 squared all right?

Now, we want to use this result to find the projection.

The most important application is in data fitting.

We saw this several videos ago when we learned about projections.

) However, rear projection has been a far more common technique.

He's going to take our pictures too. Pictures.

And the central idea that makes this computer work is this thing called stereographic projection.

The projection onto I of v2 is going to be equal to v2 dot the spanning vector, which is v1.

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Pictures?

Were they side shots, or a shot of the moon, perhaps?

So minus I'll do that in purple minus the length of the projection onto I of v2 squared.

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