"Whereas originally the hopes for string theory, and its descendants, were that some kind of uniqueness would be arrived at, whereby the theory would supply mathematical explanations for the measured numbers of experimental physics, the string theorists were driven to find refuge in the strong anthropic argument in an attempt to narrow down an absolutely vast number of alternatives. In my own view, this a very sad and unhelpful place for a theory to find itself."
Quote Details
Added by wikiquote-import-bot
Unverified quote
0 likes
Original Language: English
Available Languages (1)
Sources
Ch. 3 Fantasy, p. 322
https://en.wikiquote.org/wiki/Roger_Penrose
Revision History
No revisions have been submitted for this quote.
Categories
Roger Penrose
englischer Mathematiker, theoretischer Physiker und Autor
37 quotes on TrueQuotesView all quotes by Roger Penrose →
Related Quotes
"What right do we have to claim, as some might, that human beings are the only inhabitants of our planet blessed with …"
"There are two other words I do not understand — awareness and intelligence. Well, why am I talking about things when …"
"Some years ago, I wrote a book called The Emperor's New Mind and that book was describing a point of view I had about…"
"Understanding is, after all, what science is all about — and science is a great deal more than mindless computation."
"Does life in some way make use of the potentiality for vast quantum superpositions, as would be required for serious …"
"Moreover, the complete details of the complication of the structure of Mandelbrot's set cannot really be fully compre…"
"I have been arguing that such 'God-given' mathematical ideas should have some kind of timeless existence, independent…"
"Gödel's theorem shows that this point of view is not really a tenable one in a fundamental philosophy of mathematics.…"
"It seems to me that we must make a distinction between what is "objective" and what is "measurable" in discussing the…"
"How is it that mathematical ideas can be communicated in this way? I imagine that whenever the mind perceives a mathe…"