How to pronounce “stokes” in English

Louis Stokes, who laid the foundation for a lot of the things that we were able to build upon, yes.

Congressman Stokes, it Congressman Jackson-- all of those people who laid a lot of foundation back then.

So the Navier-Stokes equations that govern a fluid flow or incompressible fluids like water.

So in Navier-Stokes, there's the dissipation force coming from viscosity, and it's very well understood, it's linear, it calms things down.

So Navier-Stokes is what's called supercritical.

And the fluid Navier-Stokes is a continuous equation.

Congressman Lou Stokes was a Congressman from Ohio.

His brother was Carl Stokes.

My name is Melisande Stokes, and this is my story.

with Carl Stokes, the fear was not just about the gumption of thinking that you could have power.

I am John Stokes.

- Can you speak to the Navier-Stokes?

There's something called the Compressible Navier-Stokes, which governs things like air.

And I worked with Maxine and Lou Stokes, who really led the effort.

And in that little town called Stokes, there was little house.

And in that little town called Stokes, there was a little house.

There's a famous unsolved problem called the Navier-Stokes regularity problem.

But if I could average the equations of motion of Navier-Stokes, basically, if I could turn off certain types of ways in which water interacts and only keep the ones that I want.

So there are these two competing terms in the Navier-Stokes equation, the dissipation term and the transport term.

- If we can just linger on the Navier-Stokes equations a little bit.

And that's the analogous situation with Navier-Stokes.

You know, when Lou Stokes retired, and I was given the honor of chairing the Health

And I'm thrilled to welcome Fabiola Charles Stokes and Michael Skolnik to talk us through the agenda for today.

And he lived in North Carolina in a little town called Stokes.

chose to come back to Washington to Washington he Stokes chose to come back to Newark in order to make his mark a

So Susan Stokes is a political science professor at the University of Chicago.

So much so that Stokes said short of unplugging their computers, they

So this Clay prize problem concerns what's called the Incompressible Navier-Stokes, which governs things like water.

A lot of it is actually just trying to solve the Navier-Stokes equations as best they can.

Okay, so getting back to Navier-Stokes, a fluid has a certain amount of energy, and because the fluid is in motion, the energy gets transported around.

and you can keep everything under control for not just the Navier-Stokes, but for many, many types of equations like this.

So what that means is that if you wanted to prove global regularity for Navier-Stokes, for the actual equation, you must use some feature of the true equation,

And in two dimensions, the Navier-Stokes equations is what's called critical.

So this in principle would create a blowup for the actual Navier-Stokes.

And this is what I managed to accomplish for this average Navier-Stokes.

There are other groups who are now pursuing ways to make Navier-Stokes blowup, which are nowhere near as ridiculously complicated as this.

- There is a real leap of genius here to go from Navier-Stokes to this Turing machine.

So the Kakeya conjecture is not directly, directly related to the Navier-Stokes problem, but understanding it would help us understand some aspects

of things like wave concentration, which would indirectly probably help us understand the Navier-Stokes problem better.

And so that is part of what inspired me to propose the same thing with Navier-Stokes, which is a much, as I said,

So, he he stokes the Epstein conspiracy for years and now this movement he trained to see

And and the other thing I'd say is that Patricia Stokes is a psychologist who's done really interesting work on this

So the Bush administration, working with Ted Kennedy, Louis Stokes, Democrats and Republicans, created the disadvantage Minority Health Improvement

of the great Congressman John Lewis, great Congressman Louis Stokes.

Particularly, we're talking a lot about Congressman Lou Stokes.

And he lived in North Carolina, in a little town called Stokes.

I found when I was researching this book, going from Brooklyn to Stokesdale, North Carolina felt in some ways like a longer trip than going from Brooklyn to Rangoon, Burma,

They're going to be attacks on the most fundamental and important questions of the day, whether it's the Riemann hypothesis, Navier-Stokes or P versus NP,

I mean, fluid dynamics, Navier-Stokes equations, these are traditionally thought of as very, very difficult intractable problems to do on classical systems.