Complex, dual and double numbers
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In a personal communication N. Hellerstein tells me that another
<br/>
way of looking at this is to see the diamond logic as analogous to the
<br/>
"dual numbers" rather than the complex numbers. See
<br/>
http://math.hyperjeff.net/hypercomplex/1st_order.html
Note that the
<br/>
difference between complex, dual and double numbers is whether the
<br/>
square root is equal to -1, 0 or 1. Note that this relation to the
<br/>
Complex Numbers produces an image of the Dissipative Special
<br/>
System. See "Reflexive Autopoietic Special Systems Theory" by the
<br/>
author at
http://archonic.net
<br/>
Systems Theory" by the author at
http://archonic.ne
t.
</p>