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As I said, the differential equation which describes
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DAU. Degeneration

As I said, the differential equation which describes the situation with finite resoures is...

As I said, the differential equation which describes the situation with finite resoures is like this

Full Transcript

00:00:01.000 --> 00:00:04.834
As I said, the differential equation which describes
00:00:04.959 --> 00:00:07.625
the situation with finite resoures is like this.
Duration
8 seconds
Views
24
Timestamp in Movie
03:12:51
Uploaded
Jun 05, 2025
Genres
drama, horror, thriller
Production
N/A

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Movie Summary

A secret Soviet Institute conducts scientific and occult experiments on animals and people, aiming at creating an "ideal human being". A KGB general and his aides prefer to turn a blind eye to the erotic adventures of the director...
The differential equation which describes exponential growth - DAU. Degeneration 00:09
The differential equation which describes exponential growth
Somewhat surprisingly, judging by this - DAU. Degeneration 00:16
Somewhat surprisingly, judging by this
Speed of growth is proportional - DAU. Degeneration 00:06
Speed of growth is proportional
They looked at the number of patents. - DAU. Degeneration 00:05
They looked at the number of patents.
The USA, as often that kind of work is done there - DAU. Degeneration 00:08
The USA, as often that kind of work is done there
Their statistics are never classified over there. - DAU. Degeneration 00:04
Their statistics are never classified over there.
Next, the number of say, scientific articles - DAU. Degeneration 00:08
Next, the number of say, scientific articles
This is easily measured - DAU. Degeneration 00:07
This is easily measured
The thing is, this equation can be solved, - DAU. Degeneration 00:08
The thing is, this equation can be solved,
Importantly, on a graph it will be a curve - DAU. Degeneration 00:08
Importantly, on a graph it will be a curve
Then, the exponential tends towards infinity, - DAU. Degeneration 00:06
Then, the exponential tends towards infinity,
So what we have is a certain specific date - DAU. Degeneration 00:14
So what we have is a certain specific date
With such a developement it goes extremely fast. - DAU. Degeneration 00:04
With such a developement it goes extremely fast.
As is usual in physics, if something tends to infinity, - DAU. Degeneration 00:07
As is usual in physics, if something tends to infinity,
Sometimes it's even called the technological singularity. - DAU. Degeneration 00:05
Sometimes it's even called the technological...
That terminology was used by Teilhard de Chardin - DAU. Degeneration 00:06
That terminology was used by Teilhard de Chardin
Yes, but then people saw that - DAU. Degeneration 00:05
Yes, but then people saw that
He was a Catholic, - DAU. Degeneration 00:05
He was a Catholic,
Then people saw that this point in time really exists. - DAU. Degeneration 00:05
Then people saw that this point in time really exists.
So different estimates give different years. - DAU. Degeneration 00:06
So different estimates give different years.