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Emma Zajdela

๐Ÿ‘ค Speaker
231 total appearances

Appearances Over Time

Podcast Appearances

The Last Show with David Cooper
The Math Behind Fashion's Cycles

This just goes up and down over time.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

But then something happens in the mid-1980s.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

In the mid-1980s, you have this oscillation, and then this actually starts to split.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

So instead of having two clusters where you had sort of short skirts that would oscillate and then floor-length skirts, now you have three clusters.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

You have many skirts.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

midi or these kind of ankle length skirts and then floor length skirts.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

If fashion does kind of oscillate like that, what could be the reason for it?

The Last Show with David Cooper
The Math Behind Fashion's Cycles

Is that we're looking for like novelty, something different, but also something a little bit familiar as well?

The Last Show with David Cooper
The Math Behind Fashion's Cycles

Yeah, that's exactly our idea.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

So the model that we developed to explain these cycles is based on an idea from psychology called optimal distinctiveness.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

And the idea of optimal distinctiveness is that for innovations to be successful, they need to be different from others, but not too different.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

There's actually evidence of this in a variety of different

The Last Show with David Cooper
The Math Behind Fashion's Cycles

human societal aspects.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

So in music, for example, we've found this.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

We've also found this in art and in literature, that the ones that are successful are these innovations that are different, but not too different.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

So our idea for the model is based off of this optimal distinctiveness.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

And we find that you need to be optimally distinct from three factors.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

So you need to be different from the past, but not too different.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

There's this quote by this French stylist that I really like, Agnes B, that says, the problem with fashion is that it goes out of fashion.

The Last Show with David Cooper
The Math Behind Fashion's Cycles

So intrinsically, fashion always needs to be different from the past.