Learn - HOW ~~~~ TO uze a

****ING

Comp uter KeyB oard

U biggg bigg Ass-HAT

"brian a m stuckless" wrote in message
...
Dear Bilge, Cauchy's monopole.!!
The Cauchy EQUATiON .."except for a finite number of poles", has,
MATHEMATiCALLY, jUST the ONE pole ..*ONLY*. So WHY then ..WHY are
you SUGGESTiNG ..emphatically, there ARE *OTHERs*; And EVEN, that
the ONE Cauchy POLE has OTHER "isolated essential singularities"?

This is, exactly, WHY you have COMPLETELY lost ALL credibility.!!
brian a m stuckless

Bilge wrote: Schoenfeld: Bilge wrote:
You apply cauchy's theorem which says that if f(z) is regular,
except for a finite number of poles and isolated essential
singularities, the integral over any closed contour enclosing
the region is 2i\pi times the sum of the residues.

Alternatively, you can just suppose that the spacetime metric
is Euclidean by default, and that Minkowski geometry is
recovered by allowing t to take purely imaginary values.
What is the purpose of quantizing space?