OR vs AND Logic Debate
Cluster centers on debates over whether a condition in an article or example uses logical 'OR' (inclusive or exclusive/XOR) or 'AND', with discussions on programming operators like ||, &&, precedences, and natural language ambiguities.
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Yeah LG, cut the newsspeak: it's not an OR, it's an AND.
Mathematically that should be "OR", not "AND"
Because itβs an βorβ rather than an βxorβ.
You seem to be assuming those are "or" rather than "and"
AND is not OR, but I understand your confusion.
You definitely want x || y, x ^^ y, and x implies y.
It's not an exclusive-or (exactly one is true), but rather an inclusive-or (at least one is true, potentially both).
By "or", do you mean that both options are true?
You are asking for both A&B and !(A&B)?
I'm fairly sure that's an 'and', not an 'or', per your reference [0].