       Re: Complex Oddity

• To: mathgroup at smc.vnet.net
• Subject: [mg57480] Re: Complex Oddity
• Date: Sun, 29 May 2005 01:03:40 -0400 (EDT)
• Sender: owner-wri-mathgroup at wolfram.com

```On 5/28/05 at 5:39 AM, nospamjreed at alum.mit.edu (John Reed) wrote:

>I was trying to separate the real and imaginary parts of a
>complicated expression, and ended up with something strange.  Here
>is a short version of what happened.

>Let z = x + I y, then realPart = z /. {Complex[a_,b_]->a} gives
>realPart = x.  Great!

>Now, try imagPart = z /. {Complex[a_,b_]->b}  returns with imagPart
>= x + y. Oops

>In my original expression, it was harder to see, but the same error
>was occuring.

This isn't an error. To see why consider

In:=
z = x + I*y;
FullForm[z]

Out//FullForm=FullForm[x + Complex[0, 1]*y]

In your first example, the rule Complex[a_,b_]->a replaces the expression Complex[0,1] with 0 and the entire expression becomes x + 0 y which of course is x.

In the second example, Complex[0,1] gets replaced by 1 and of course the expression becomes x + y.
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