This is the main reason why humanity at large does not have perfect knowledge of things such as universal forces, exact nature of universe, ability to predict random events and so on.
This is the main reason why humanity at large does not have perfect knowledge of things such as universal forces, exact nature of universe, ability to predict random events and so on.
That argument fails on the above point - you picture generations as discontinuous (or nearly so), whereas in the normal, non-technical sense - as here - they are simply a useful picture of an aggregation over a continuum of ages in the population as a whole.
Working and academic environments - beyond a certain level of competence - are populated by individuals of varying ages and experience which are more likely to be demarked by managerial levels and career choices than individual knowledge and aptitude.
A good chunk of valuable information disappears all the time from Internet. Many thoughts expressed in personal blogs usually go away within a few years. See, for example, demise of Geocities and Yahoo Groups. While only a small part of this disappeared information is valuable, some of it incredibly useful and important.
Because new humans have to learn what the prior generation learned from scratch, it gives them a fresh canvas to eliminate flaws and purify knowledge from the prior generation.
It's like taking a wrong turn on a roadtrip. You've driven so far and convinced yourself that you're on the right path. But in reality you need to step back and check all the assumptions and choices you've made to get on this path.
People coming in and out of existence facilitates sanity checks on current acquired knowledge.
k[i] = (1 - c1) * k[i - 1] + c2
where i is the generation number, k is the amount of knowledge we have, c1 is the loss factor (amount of knowledge lost from one generation to another, 0 ≤ c1 ≤ 1), and c2 is the (constant) amount of new knowledge created by generation i.
In this model, it's easy to show that after long periods of time the amount of knowledge will plateau. In fact, the plateau is
k[∞] = c2 / c1
The basic point of this is to highlight that both knowledge creation and loss are factors, and the loss means that knowledge may not keep increasing indefinitely. Of course, any number of the approximations and assumptions involved in this derivation may not be valid, but I think the possibility that knowledge loss can cause problems is worth considering.
There were certainly cavemen born with Einstein-level intelligence from time to time, but without a foundation to build on, peers to collaborate with, or written language to preserve their knowledge, they would both create and pass on significantly less knowledge than someone in modern times. One generation might lose a large portion of all the knowledge built up for millenia prior during a civilization's collapse; while another generation may stumble upon a discovery which ushers in a short but extremely productive era of knowledge production. If nothing else, if you have 4 billion people in one generation and 8 billion in another then all else being equal the latter generation has twice as many brains with which to store and create knowledge.
As you've indicated, heterogeneity in various parts of the problem make this sort of modeling questionable. It's a crude model not meant to make precise predictions, just show that knowledge loss can be a major factor at long times.
Though, if a very long lived human were to become an expert in many different fields, that could also be conducive to innovation.
The overlap is perfect and zero at the same time as "generations" are a descriptive simplification rather than a reflection of reality. Every year people are born whose overlap with the people the year before is off by just one year (more or less). A new PhD student learns from his peers a year further along as well as from the post-doc 5 years ahead and the professor 10 years ahead.
I have strong objections to this theory/thought.
You'll have to describe to me how this mechanism works in greater detail because even within my personal lifetime, I do not have perfect anything for anything and I have no clue on how living longer helps that particular problem.
Let's say I throw a rock in a parabolic curve in a plain field. Humans can predict exactly where it will fall. This is because humans know everything about gravity, mass, etc.
However, we cannot predict when and where exactly will a random meteor fall. This is because we do not know exactly everything about the universe and the various forces of universe.
My thought is that a lot of humans might have understood more about those forces in the past but were unable to effectively pass that information for the next generation to build upon. This could be simply because the cognitive prime of the two generation overlaps for a relatively short period of time.
Now had the humans lived long enough to cross some threshold of effective communication and longer overlap of cognitive peak between generations, they could have better able to pass their intuition, experience, thoughts, ideas to the next generation. In other words, there would be less loss of information/knowledge which would be just enough to fill the critical gaps to know everything about the universe.
Knowing everything about the universe would enable them to predict everything precisely just as in the example of a parabolic throw of a rock on earth's surface.
> I throw a rock in a parabolic curve in a plain field. Humans can predict exactly where it will fall
No, we can predict this within a margin of error. That margin of error might be small for simple cases but if you add some gusty wind, some rain etc. it can increase quite rapidly.
> However, we cannot predict when and where exactly will a random meteor fall
We can also predict it within a margin of error just like with the rock in the plain field. But you are comparing an event that last a few seconds (from the throw to the landing) to an event that may last years or more depending on what kind of meteor you are talking about. So of course over the span of years, even a very small imprecision turns out to have very big consequences.
If you could throw the rock hard enough so that it orbits earth for some years before coming back, it would be as hard to predict where it would land.
> Knowing everything about the universe
How could you possibly know everything about the universe when some events are purely random?
> In other words, there would be less loss of information/knowledge which would be just enough to fill the critical gaps to know everything about the universe.
So you are saying we happen to live at the exact time, where, had we not this knowledge transfer issue, we would know everything? This is quite self-centered. Which also simply mean that in a relative close we will now everything, which seems quite ludicrous.
This sounds incredibly unlikely. When do you imagine that these people lived? What data were they using to derive their scientific theories? What technology were they using to generate that data?
You can't hope to explain the universe without observing it first, and humans are quite bad at observation without the aide of technology.
Talking about "generations" is a bit like talking about signs of Zodiac. Are you a millennial? Or are you Capricorn?
Human ability to close this “linked chain” of generations will always have a “missing link”?
An asteroid or... great filter due to environmental collapse!
To me it always felt intuitively like being able to have perfect knowledge of all wave function collapses, all the states of every particle ever scale of a problem.
There’s entropy too; no more information to pull from the universe sounds a lot like heat death to me.
Are we chasing a biochemical feedback loop? There’s a lot of “unproven” math, to be casual Sunday night from a legal weed state about it ;)
How much potential is there all of this boils down to our ability to so thoroughly convince ourselves of something’s correctness and it turns out there’s no Gods on top of that mountain?