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>> No.12515458 [View]
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12515458

>>12514816
Do I have to?

>>12515303
What did you study the most before graduation? What are you the most interested in? What will your job be like?

>>12515124
Why not call those |x|<0 antireal? They would satisfy a sort of antitriangle inequality: [math]|x + y| \le |x| - |y|[/math], the same way as one would say that a diagram anticommutes if you have [math]i\colon A\to B, d\colon B\to D, k\colon A\to C, c\colon C\to D[/math] giving me [math]di = -ck[/math].

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