In mathematics, "A or B" includes "A and B".
Does "either" mean "A or B but not (A and B)" or does it include the possibility of "A and B"?
The context might be mathematics, formal logic or ordinary language.
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"Either A or B" most precisely means, in symbolic logic terms, "A Without the "either", the presumption would be more toward "A |
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Either A or B means the same as A or B. Each can mean or used in the inclusive or exclusive sense. Usually, the inclusive sense is used in mathematics and the exclusive sense in everyday life. In any case, further specification or context will remove any doubt. |
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From wikipedia:
As you correctly recognize "or" used alone can also include the possibility of both A and B (especially important in mathematics). |
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It means that it can't be both. I believe one would call it an "exclusive or" or XOR. |
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I think you have confused yourself in some sense. "A or B" includes A or B or both. That needs to be clear. |
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