Re: naive question from a non-mathematician
- From: Stephen Montgomery-Smith <stephen@xxxxxxxxxxxxxxxxx>
- Date: Sat, 27 May 2006 17:08:00 GMT
N. Silver wrote:
John Smith wrote:
Are a real number x and a complex number whose real part is x and whose imaginary part is zero mathematically eqivalent? For example, is (real).123 mathematically eqivalent to (complex).123 + 0.0i?
The short answer is:
Yes, they are equal.
And the other short answer is:
No, they are different.
(It really is a matter of perspective on how you make your definitions and build up your framework of mathematics. But for all practical purposes, the short answer of "yes" is fine.)
Stephen
.
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