There's a convergence.

Trends

There's a lot of serendipitous convergence here.

We're at the center of a mystical convergence here.

What are the trends?

TED started as an experiment in convergence.

So there's some interesting trends.

Jeannie Ashcroft, Fashion and Trends.

Hey, listen, sorry about our inconvenient convergence here.

It's refreshing to be at the forefront of trends.

So my story really is as much about that convergence in the Americas as it's a convergence story in Eurasia.

The creators of these trends are the people of Harajuku themselves.

But this does not follow any of the usual trends.

So this dream is really enabled by the convergence of two known technologies.

Another way of looking at it is looking at time trends.

We're going to just repeatedly do this. On to convergence.

So, it was really the convergence of these ideas out of which the TEDx concept emerged.

I gave up keeping up with trends.

I gave up keeping up with trends.

It's analyzing trends. It's predicting the future.

That is where we're going this union, this convergence of the atomic and the digital.

She follows all the latest trends in fashion.

What are the tech trends for next year?

What are the general trends in evolutionary life?

And that's where these three trends come together.

These are the trends that are taking place.

Now there's some trends that will impact cities.

Well the individual n grams measure cultural trends.

OK, what are the long term trends in technology?

There are trends, but the stories are always unique.

As a result, exponential trends take us by surprise.

So it's necessary to have both convergence, and divergence to establish, construct validity.

Because what it does is allow a convergence like we've never had before.

And we can predict these trends far into the future.

I'll explain what that means. We're looking at three trends.

He's a financial analyst with a pretty good reputation for his analysis of economic trends.

We also, like a lot of companies, create a product that's based on technology trends.

This invariance must hold true after convergence. We can now resolve it for x.

EM is probabilistically sound, and you can prove convergence in a log likelihood space.

And the trends for those who are at the periphery of our society, who are the poorest and the most vulnerable, the trends give rise to a great case for pessimism.

We would like to report about the latest trends in Japan.

And we can do this just by reasonably accelerating existing trends.

And that's one way that we try to time technology trends.

We are fashion, trends, diets, cosmetic surgeries, salacious gossip, that's Composure.

It says here that the Audobon Society tracks bird population trends.