A Quote by Thomas Huxley

There is no sadder sight in the world than to see a beautiful theory killed by a brutal fact. — © Thomas Huxley
There is no sadder sight in the world than to see a beautiful theory killed by a brutal fact.
Science is organized common sense where many a beautiful theory was killed by an ugly fact.
There is no sadder sight than a young pessimist.
She was--I keep using the past tense; I ought to say she is--one of those people who, at first sight, look plain, are quiet, unassertive, unmemorable even. But who, when they start to talk and you get to know them, become more and more attractive and impressive, and you see that in fact they are beautiful. Not conventionally beautiful, not celebrity beautiful, but beautiful all through.
One of the greatest tragedies of life is the murder of a beautiful theory by a gang of brutal facts.
In these researches I followed the principles of the experimental method that we have established, i.e., that, in presence of a well-noted, new fact which contradicts a theory, instead of keeping the theory and abandoning the fact, I should keep and study the fact, and I hastened to give up the theory.
It's a beautiful sight to see good dancers doing simple steps. It's a painful sight to see beginners doing complicated patterns.
She is sadder and sadder, and for a man there is no balm more soothing than the sadness he has caused a woman.
They had killed themselves over our dying forests, over manatees maimed by propellers as they surfaced to drink from garden hoses; they had killed themselves at the sight of used tires stacked higher than the pyramids; they had killed themselves over the failure to find a love none of us could ever be. In the end, the tortures tearing the Lisbon girls pointed to a simple reasoned refusal to accept the world as it was handed down to them, so full of flaws.
When we meet a fact which contradicts a prevailing theory, we must accept the fact and abandon the theory, even when the theory is supported by great names and generally accepted.
There is no more beautiful sight in all this world than to see a family praying together. There is real meaning behind the oft-quoted ‘The family that prays together stays together.
What is especially striking and remarkable is that in fundamental physics, a beautiful or elegant theory is more likely to be right than a theory that is inelegant. A theory appears to be beautiful or elegant (or simple, if you prefer) when it can be expressed concisely in terms of mathematics we already have. Symmetry exhibits the simplicity. The Foundamental Law is such that the different skins of the onion resemble one another and therefore the math for one skin allows you to express beautifully and simply the phenomenon of the next skin.
You've got to give kids really beautiful children's books in order to turn them into revolutionaries. Because if they see these beautiful things when they're young, when they grow up they'll see the real world and say, 'Why is the world so ugly?! I remember when the world was beautiful.' And then they'll fight, and they'll have a revolution. They'll fight against all of our corruption in the world, they'll fight to try to make the world more beautiful. That's the job of a good children's book illustrator.
If the theory accurately predicts what they [scientists] see, it confirms that it's a good theory. If they see something that the theory didn't lead them to believe, that's what Thomas Kuhn calls an anomaly. The anomaly requires a revised theory - and you just keep going through the cycle, making a better theory.
What is especially striking and remarkable is that in fundamental physics a beautiful or elegant theory is more likely to be right than a theory that is inelegant.
When one theory is simpler than its competitor, this fact is relevant to saying what the world is like.
One of the strangest features of string theory is that it requires more than the three spatial dimensions that we see directly in the world around us. That sounds like science fiction, but it is an indisputable outcome of the mathematics of string theory.
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