Any man whose errors take ten years to correct is quite a man.
'It worked.' (said after witnessing the first atomic detonation).
Interpretation
What this quote means
This quote signifies a moment of realization and acknowledgment of the power and implications of human innovation.
J. Robert Oppenheimer's quote 'It worked' reflects the monumental achievement of the successful detonation of the atomic bomb, marking a pivotal moment in scientific advancement and warfare. It encapsulates the duality of scientific progress, highlighting both its potential for innovation and its capacity for destruction, evoking a complex mix of triumph and foreboding in the wake of such a powerful technological breakthrough.
Themes
In practice
Example use cases
During a lecture on nuclear physics, the professor referenced Oppenheimer's quote to discuss the moral implications of scientific advancements.
More from J. Robert Oppenheimer
All quotes βBertrand Russell had given a talk on the then new quantum mechanics, of whose wonders he was most appreciative. He spoke hard and earnestly in the New Lecture Hall. And when he was done, Professor Whitehead, who presided, thanked him for his efforts, and not least for 'leaving the vast darkness of the subject unobscured'.
There are children playing in the streets who could solve some of my top problems in physics, because they have modes of sensory perception that I lost long ago.
It is perfectly obvious that the whole world is going to hell. The only possible chance that it might not is that we do not attempt to prevent it from doing so.
Now I am become death, the destroyer of worlds. (quoting the Bhagavad-Gita after witnessing the first Nuclear explosion.)
[About the great synthesis of atomic physics in the 1920s:] It was a heroic time. It was not the doing of any one man; it involved the collaboration of scores of scientists from many different lands. But from the first to last the deeply creative, subtle and critical spirit of Niels Bohr guided, restrained, deepened and finally transmuted the enterprise.
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The problem of distinguishing prime numbers from composite numbers and of resolving the latter into their prime factors is known to be one of the most important and useful in arithmetic.