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I have to admit, I never quite understood this idea, even when brought up previously. What does it mean (to the mathematician or Pythagorean) that "we are part of a mathematical structure"?Dr. Tegmark maintains that we are part of a mathematical structure, albeit one gorgeously more complicated than a hexagon, a multiplication table or even the multidimensional symmetries that describe modern particle physics. Other mathematical structures, he predicts, exist as their own universes in a sort of cosmic Pythagorean democracy, although not all of them would necessarily prove to be as rich as our own.
“Everything in our world is purely mathematical — including you,” he wrote in New Scientist.
This would explain why math works so well in describing the cosmos...
Prediction is evidence of comprehension ...I also wondered in the final paragraph where the author says that scientists have no choice but to play their hand as if the world was 'comprehensible' would it be better if he had used the word predictable?
That much is true.Then you don't appreciate Einstein's quote ...
Prediction is evidence of comprehension ...
I think you misunderstand. In order to make a useful prediction about something you have understanding supporting it. If you know what you're talking about, you can make good predictions. You have to comprehend the laws of gravity, for instance, in order to make a prediction that falls within those laws. If you don't understand the mathematical equations, you are not going to be able to utilize them to predict; or more simply if you don't understand the cause-and-effect of "what goes up must come down," you are not going to be able to utilize that to predict that something will fall. Good prediction evidences comprehension.That's so false. Anyone can make a prediction! I think it's more true to say that prediction is evidence of PERCEPTION of comprehension. Just because someone believes something to be doesn't make it anything.
Prediction is evidence of comprehension ...
Learn to read in context.That's so false.
The phrase does not refer to predicting what we comprehend, but basing predictions on our comprehension. That we can predict evidences that we comprehend....we may be able to comprehend something without being able to predict it...