Anyone here ever got bugged with i?

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The discussion revolves around the conceptual existence of the imaginary unit i, particularly its role in mathematics despite being labeled as "imaginary." Participants express frustration over the term's implications, arguing that i functions effectively in algebra and geometry, similar to real numbers. They highlight that mathematical constructs, including complex numbers, do not need to conform to physical reality to be useful. The conversation also touches on the historical development of complex numbers and their applications, emphasizing that their utility in calculations and theoretical frameworks justifies their existence. Ultimately, the debate underscores the philosophical implications of mathematical definitions and the nature of existence in mathematics.
  • #61
To this I have to add, not meaning to be facetious, negative chairs and negative money also don't exist but make for very useful tools for accounting. Negative numbers, of course, were once the imaginary numbers of now.
 
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  • #62
hddd123456789 said:
To this I have to add, not meaning to be facetious, negative chairs and negative money also don't exist but make for very useful tools for accounting. Negative numbers, of course, were once the imaginary numbers of now.


Haha, true, and zero didn't exist until it was created too.

But negatives are easier to instinctively associate... like move 10m North then 10m South, and you're back to where you were.

Anyway, nevermind "i"... this whole tread got me deeply troubled with my beloved reals... ay-ay-ay, that's a much bigger problem.. :cry:
 

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