
The Beginning of Infinity: Explanations That Transform the World

Yet, again, there is something wrong with that scenario. The two adaptations presumably did co-evolve, but the driving force behind that evolution cannot have been that people were improving on ideas and passing the improvements on to their children, because, again, if they had been, they would have been making cumulative improvements on a
... See moreDavid Deutsch • The Beginning of Infinity: Explanations That Transform the World
Whenever a wide range of variant theories can account equally well for the phenomenon they are trying to explain, there is no reason to prefer one of them over the others, so advocating a particular one in preference to the others is irrational.
David Deutsch • The Beginning of Infinity: Explanations That Transform the World
The first attribute that Pericles cited was Athens’ democracy. And he explained why. Not because ‘the people should rule’, but because it promotes ‘wise action’. It involves continual discussion, which is a necessary condition for discovering the right answer, which is in turn a necessary condition for progress:
David Deutsch • The Beginning of Infinity: Explanations That Transform the World
At the present state of the field, a useful rule of thumb is: if it can already be programmed, it has nothing to do with intelligence in Turing’s sense.
David Deutsch • The Beginning of Infinity: Explanations That Transform the World
We do not just see blue: we see a blue sky up there, far away. We do not just feel pain: we experience a headache, or a stomach ache. The brain attaches those interpretations – ‘head’, ‘stomach’ and ‘up there’ – to events that are in fact within the brain itself. Our sense organs themselves, and all the interpretations that we consciously and
... See moreDavid Deutsch • The Beginning of Infinity: Explanations That Transform the World
Error-correction is the beginning of infinity.
David Deutsch • The Beginning of Infinity: Explanations That Transform the World
mathematical conjecture can be fruitful in providing explanations even if it remains unproved for centuries, or even if it is unprovable.