A Quote by Rivka Galchen
Physics advances by accepting absurdities. Its history is one of unbelievable ideas proving to be true.
Related Quotes
The world of conceptualized ideas is quite wonderful, even when it's - like Aristotle's Physics - an outmoded book. The physics is not true. But the reasoning is dazzling.
The progress of science is much more muddled than is depicted in most history books. This is especially true of theoretical physics, partly because history is written by the victorious.
[T]he history of science has proved that fundamental research is the lifeblood of individual progress and that the ideas that lead to spectacular advances spring from it.
Silly ideas, worth the admission price in smiles, but they're true. Is high-energy physics interesting because it's true or because it's crazy?
I cannot stress often enough that what science is all about is not proving things to be true but proving them to be false.
The laws of history are as absolute as the laws of physics, and if the probabilities of error are greater, it is only because history does not deal with as many humans as physics does atoms, so that individual variations count for more.
Science advances by turning new ideas into standard ideas so each generation builds on the last.
The genuine history of mankind is the history of ideas. It is
ideas that distinguish man from all other beings. Ideas
engender social institutions, political changes, technologi-
cal methods of production, and all that is called economic
conditions.
It is true that physics gives a wonderful training in precise, logical thinking-about physics. It really does depend upon accurate reproducible experiments, and upon framing hypotheses with the greatest possible freedom from dogmatic prejudice. And if these were the really important things in life, physics would be an essential study for everybody.
I define science fiction as the art of the possible. Fantasy is the art of the impossible. Science fiction, again, is the history of ideas, and they're always ideas that work themselves out and become real and happen in the world. And fantasy comes along and says, 'We're going to break all the laws of physics.' ... Most people don't realize it, but the series of films which have made more money than any other series of films in the history of the universe is the James Bond series. They're all science fiction, too - romantic, adventurous, frivolous, fantastic science fiction!
Being afraid something is true is accepting the possibility. Accepting the possibility is the first step to believing.
The good thing about New Orleans is that, overall, it's an accepting place. It's accepting of eccentricity, it's accepting of excess, it's accepting of color, in the sense of culture, not necessarily in the sense of race.
People have been talking about multiverses as a philosophical idea for a long time. But the current incarnations in physics, I think, are more indicative of problems with some things going on at the frontier of physics than ideas that are gonna last.
To string incongruities and absurdities together in a wandering and sometimes purposeless way, and seem innocently unaware that they are absurdities, is the basis of the American art, if my position is correct.
What they teach you as history is mythology and true mythology is far from fantasy -- it is our true history. A bulk of our real history can be found in Egyptian and Greek mythology. Yes, myths reveal to us worlds of other dimensions that make up our true reality. History books teach us that the minds of the past operated on the same frequency, dimension, or level of consciousness as we do now. Not true at all.
I now want to tell three stories about advances in twentieth-century physics. A curious fact emerges in these tales: time and again physicists have been guided by their sense of beauty not only in developing new theories but even in judging the validity of physical theories once they are developed. Simplicity is part of what I mean by beauty, but it is a simplicity of ideas, not simplicity of a mechanical sort that can be measured by counting equations or symbols.
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