Problem using LIMIT()

Limit incorrectly believes that log is continuous along =
the negative
real axis---this gives rise to the bug.  Consider
 
(%i7) limit(log(-1 + %i * x),x,0,minus);
(%o7) LO=
G(-1)
(%i8)  limit(log(-1 + %i * x),x,0,plus);
(%o8) =
LOG(-1)
(%i9) trace(?logarc)$
(%i10) limit(atan(x)/(exp(1)=
-exp(-x)),x,inf,plus);
      Enter ?LOGARC [ATA=
N,x]
      Exit  ?LOGARC %I*LOG((1-%I*x)/(=
%I*x+1))/2
(%o10) %E^-1*%I*LOG(-1)/2
This isn't logarc's f=
ault. I don't have a fix.
 
Barton
=