With my visual artist colleagues, we map complex mathematical algorithms that unfold in time and space, visually and sonically.

Mathematical Functions

And he quickly surmised an exact mathematical solution that described something very extraordinary curves so strong that space would rain down into them, space itself would curve like a waterfall flowing down the throat of a hole.

An interactive mathematical program

It's not really mathematical knowledge.

KDE Frontend to Mathematical Software

Genius Mathematical Tool and Calculator

Einstein was a mathematical genius.

He is a mathematical genius.

kformula an editor for mathematical formulae.

Create interactive mathematical constructions and applets.

Mathematical problem how to prove it?

Another example a little bit more mathematical.

This E8 pattern has very deep mathematical roots.

He is good at solving complicated mathematical problems.

It's called the standard model beautifully simple mathematical equation.

We don't, however, really understand at a mathematical level.

Take a look at mathematical attainment by 15 year olds.

But Einstein always thought black holes were a mathematical oddity.

They're starting to find new mathematical structures in these calculations.

And when the mathematics is very simple when in terms of some mathematical notation, you can write the theory in a very brief space, without a lot of complication that's essentially what we mean by beauty or elegance.

And the power of Galois' mathematical language is it also allows us to create symmetrical objects in the unseen world, beyond the two dimensional, three dimensional, all the way through to the four or five or infinite dimensional space.

In addition to multiple choice and the kinds of short answer questions that you saw in the video, we can also grade math, mathematical expressions as well as mathematical derivations.

Mathematical models tell us exactly when and why this is possible.

Let's just do a little mathematical experiment, try and find out.

And their individual visions, and their engagement with this mathematical mode.

If you are a bit short in mathematical skills, don't worry.

And then and only then, we throw down that mathematical structure.

Well you can't get much bigger than Pi, the mathematical constant.

Turn it from that into some answer in a mathematical form.

In the previous video, we gave a mathematical definition of gradient descent.

And you can stitch all sorts of mathematical theorems onto these surfaces.

We built a huge mathematical model of how a Stirling engine works.

It can be used for calculating mathematical equations of all different types.

We added the mathematical model of the pole to that of the quad.

I did not include the mathematical model of the glass in the system.

And what Bayes showed was a mathematical way that you could do that.

We've taken this information and we've made a mathematical model out of it.

It doesn't matter whether it's a poem or whether it's a mathematical text.

You know, from physics to medicine, in particular, epidemiology and also mathematical modeling.

We first capture the physics with a mathematical model of how the machines behave.

That is, people applied mathematical principles to the art, to discover the underlying laws.

But that's the place where the mathematical ideas can get us over the hump.

We need to make the best mathematical models we can, the most consistent ones.

The idea was to set up an African Institute for Mathematical Sciences, or AIMS.