Changes http://wiki.axiom-developer.org/297WrongValuesOfLimit/diff
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For the following limit:
\begin{axiom}
limit(exp(exp(2*log(x^5+x)*log(log(x))))/exp(exp(10*log(x)*log(log(x)))), x =
%plusInfinity)
\end{axiom}
the correct answer is +infinity.
Simpler version is:
\begin{axiom}
limit(exp(2*log(x^5+x)*log(log(x)))-exp(10*log(x)*log(log(x))), x =
%plusInfinity)
\end{axiom}
(again the correct answer is +infinity).
Another problematic limit is:
\begin{axiom}
limit(max(x, exp(x))/log(min(exp(-x), exp(-exp(x)))), x = %plusInfinity)
\end{axiom}
where the correct answer is -1.
BTW both examples are taken from Dominik Gruntz thesis form 1996
Waldek Hebisch
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forwarded from http://wiki.axiom-developer.org/[EMAIL PROTECTED]
