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by darkscape
2654 days ago
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Hmm, I tend to think that what one can do with some objects is an essential part of what they are. Two-dimensional vectors can just as well be thought of as points in the plane. What sets complex numbers apart is eg that we define complex multiplication of them. A more general example: a group is not just some set G, but that set with a binary operation satisfying certain axioms. |
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