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Lt will be equal to the average path length
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Lo and Behold: Reveries of the Connected World

Lt will be equal to the average path length times the summation of the square root of the...

lt will be equal to the average path length times the summation of the square root of the traffic on the j channel over the sum of all traffics

Full Transcript

00:00:01.000 --> 00:00:04.359
lt will be equal to the average path length
00:00:04.052 --> 00:00:08.719
times the summation of the square root
00:00:08.088 --> 00:00:10.959
of the traffic on the j channel
00:00:11.012 --> 00:00:13.039
over the sum of all traffics. . .
Duration
14 seconds
Views
50
Timestamp in Movie
00:08:49
Uploaded
Nov 02, 2025
Genres
documentary
Production
Saville Productions

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Movie Summary

Werner Herzog's exploration of the Internet and the connected world.
Whatever that equation means, it tells you what the minimum response time will be - Lo and Behold: Reveries of the Connected World 00:08
Whatever that equation means, it tells you what the minimum ...
The computer was claiming that it could deliver the message - Lo and Behold: Reveries of the Connected World 00:07
The computer was claiming that it could deliver the message
So, if you had a Post Office like that, of course you would use it. Right? - Lo and Behold: Reveries of the Connected World 00:06
So, if you had a Post Office like that, of course you would ...
This was a simplified, but exact model, at the time. - Lo and Behold: Reveries of the Connected World 00:05
This was a simplified, but exact model, at the time.
Now we have other aspects of it, - Lo and Behold: Reveries of the Connected World 00:07
Now we have other aspects of it,
And one of the things we found, surprisingly, - Lo and Behold: Reveries of the Connected World 00:09
And one of the things we found, surprisingly,
WERNER: Like a gambling casino - Lo and Behold: Reveries of the Connected World 00:08
WERNER: Like a gambling casino
Very much so. You've articulated what we call "the law of large numbers". - Lo and Behold: Reveries of the Connected World 00:06
Very much so. You've articulated what we call "the...
The law of large numbers says that a large population of unpredictable players - - Lo and Behold: Reveries of the Connected World 00:13
The law of large numbers says that a large population of unp...
And, therefore, we can predict the performance of a network when it's large. - Lo and Behold: Reveries of the Connected World 00:06
And, therefore, we can predict the performance of a network ...
The underlying technology has scaled by a factor of a million - Lo and Behold: Reveries of the Connected World 00:14
The underlying technology has scaled by a factor of a millio...
Nothing in the history of mankind has ever worked - Lo and Behold: Reveries of the Connected World 00:09
Nothing in the history of mankind has ever worked
WERNER: Back to the very early times, - Lo and Behold: Reveries of the Connected World 00:08
WERNER: Back to the very early times,
Ln the early '60s, many years before the first Apple personal computer, - Lo and Behold: Reveries of the Connected World 00:13
Ln the early '60s, many years before the first Apple pe...
The web, as we know it, took a different route, - Lo and Behold: Reveries of the Connected World 00:08
The web, as we know it, took a different route,
TED NELSON: lt was an experience of water and interconnection. - Lo and Behold: Reveries of the Connected World 00:05
TED NELSON: lt was an experience of water and interconnectio...
So l must have been five years old and l was trailing my hand in the water. - Lo and Behold: Reveries of the Connected World 00:06
So l must have been five years old and l was trailing my han...
And l thought about how the water was moving around my fingers, - Lo and Behold: Reveries of the Connected World 00:09
And l thought about how the water was moving around my finge...
And that changing system of relationships, where everything was kind of similar, - Lo and Behold: Reveries of the Connected World 00:14
And that changing system of relationships, where everything ...
And just generalising that to the entire universe, - Lo and Behold: Reveries of the Connected World 00:14
And just generalising that to the entire universe,