You can see that this is a very early step into limits and differential calculus and what happens when you take things to an extreme and very small sides and a very large number of sides.

Robert Ghrist Welcome to Calculus.

You know, calculus is wonderful.

Greg Lynn on calculus in architecture

A Cool Calculus of Global Warming

No calculus, I'll cut out that.

Calculus is also a mathematics of curves.

Math, differential equations.

I swallowed my pride, and I learned calculus.

And at top of that pyramid, it's calculus.

So calculus has traditionally been taught very late.

Last year I was a TA for calculus.

Here's differential productivity rates.

It's a partial differential equation.

This is actually from one of the original calculus videos.

When I was a kid, I was a calculus whiz.

Review of special and differential treatment

So, even a straight line, defined with calculus, is a curve.

I mean, don't get me wrong. Calculus is an important subject.

The laws of nature are written in the language of calculus.

The best example of this would probably be the Gothic, and the Gothic was invented after the invention of calculus, although the Gothic architects weren't really using calculus to define their forms.

That's because we're all using calculus tools for manufacturing and for design.

If Isaac Newton had done YouTube videos on calculus, I wouldn't have to.

A little bit of differential, but not much.

Furthermore, Annex D stipulates that special and differential

Differential treatment within the family and the community

And some states have differential policies, county by county.

Sex differential existed in the nature of treatment received.

We're talking about books on hyper geometric partial differential equations.

And he goes, Ahh, okay okay, eehto, World History, ehh, Calculus, Traditional Japanese. And so on.

We first captured the dynamics with a set of differential equations.

Differential treatment within the family and the community 59 63 16

To just talk for a minute about the digital mediums that we're using now and how they integrate calculus the fact that they're calculus based means that we don't have to think about dimension in terms of ideal units or discreet elements.

Much later, Robert Maillart's bridges, which optimize structural form with a calculus curvature almost like a parabola.

And the mathematicians and scientists in the crowd will recognize these two progressions as a first order discrete differential equation and a second order discrete differential equation, derived by six year olds.

Differential interferometry also allows for the monitoring of volcanic eruptions and earthquakes.

The Ecumenical Citizen Pedagogy is the differential issue of these educational complexes.

This is one of the basic ideas in labor economics, called a compensating differential.

In the case of differential treatment, the burden of proof was on the employer.

All special and differential treatment shall be applicable to all acceding landlocked developing countries.

With calculus, the whole idea of subdivision is more complex, because the whole and the parts are one continuous series.

Software techniques have been developed for the automatic reduction and analysis of differential CCD photometry.

We have the only cookbook in the world that has partial differential equations in it.

The July 2005 deadline for completing work on special and differential treatment was not met.

It's too early in the morning for a lecture on calculus, so I brought some images to just describe how that works.