There was big stuff back then.

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Let' me show you something handy we can do in Google App Engine to make sure this actually submitted properly.

And that's when you multiply by zero.

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In this video, I'd like to tell you about the idea of vectorization.

David and Hidehiko and Ketaki gave a very compelling story about the similarities between fruit flies and humans, and there are many similarities, and so you might think that if humans are similar to fruit flies, the favorite behavior of a fruit fly might be this, for example (Laughter) but in my talk, I don't want to emphasize on the similarities between humans and fruit flies, but rather the differences, and focus on the behaviors that I think fruit flies excel at doing.

The same is true every time as I started thinking about information.

This right here is the set of cubes.

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There's a kind of truncated Camarasaurus skeleton, but the geometry's correct.

And he's saying, Our approach, which could be described as

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This is the rule.

The Netherlands is on the left, and Belgium is on the right.

Supply those compounds.

You know, you're gazing upon your very distant ancestors.

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I do not know exactly.

What did Yang Hyunseok say about this album at first?

So that's one representation of the vector minus 1, 2.

Let me indicate this as follows

learning Statistics is like learning a new language.

Now here is a caveat.

Analogous

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I'm 38 now. And can you look at the age of the people on the streets of Europe?

So you get 4 minus 32.

Statistically speaking, there is no difference in how often the Neanderthal matches one African or the other.

And then the last video, I made the analogy to the binomial theorem.

I then calculate for each pair of data points their affinity, where I use for now affinity as the quadratic distance in this diagram over here.

So, I'm now going to teach you a concept that is very deep, called the density of a probability.

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Serbian, Croatian and Bosnian.

And these places are easily told apart by conventional clustering.

So, very interesting parallels between the biological and the engineering worlds.

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parallels to early man.

We'll call that our algorithm.

Well, this is exactly the sort of thing that a programming language

Right? Doesn't mean that they are right on the regression line.

AII of the land masses accurately portrayed.