Math Forum / Math Software / Maple / March 2008

Using Maple Vr4 for OS/2 I get this behavior:

Using Maple VR4 for OS/2 I get variable response from the 'asympt' function
when I specify the number of orders to display.  Any ideas why this occurs?
- Dushan Mitrovich
------------------------ begin session ---------------------

I've run into a problem trying to do an integral (Maple V R4 for OS/2), and
I don't know how to get past it.  Here's an exerpt:

Is this a bug or am I missing something?
restart;
res1:=a*exp((-1+I)*t)+b*exp(-(1+I)*t) =
(u+I*v)*exp(-1*t+I*t)+v*exp(-1*t-I*t):

I want to write text with formulas in prettyprint mixed with the result. For
example, I want to execute the following code
[>
"a^2 is ";

Hello dear CAS Buff the Earthling,
Today, on a request from Mr. Dave, I'll be brief
...not to say totally silent like a tipsy fish...
A. Our old sweet C-12-based life is out on a limb!

I am trying to use Maple -> C translation facility for a special use:
I need a matrix square root function in C/C++.
I only need it for 3x3 matrix, so I decide to find some hard-coded piece of
program, instead of using some numerical library, because then I have to

Is there any way to get the following non-working substitution to
actually work without excessive manual intervention? (The question
refers to Maple 9.5).
f:=1/sqrt(x);

I use MATLAB with MTM installed, however when I want to run some Maple
statements in MATLAB, sometimes it went out errors such as "Error,
illegal use of an object as a name" which given by MATLAB. For
example, this statement:

Does anyone have a good way to fake enumerated types in Maple 11?

Hi there, I have a bit of a problem and am looking for advice. I'm
working in Maple10. My code
involves the dsolve function. The variable "eqns" contains a set of
euler-lagrangian equations that take up roughly 5pgs, so I omitted

I have a dsolve question for Maple 11.
I have the following:
dsolve({BB, MM}, {CC}, type = numeric)
where

While investigating the Cantor Set with Maple and trying to graph it, I came up
with what looks like the characteristic function of the Cantor Set (or at least
a recursive approximation of it):
CS(x) = {1, iff x \in CS, 0 otherwise}

Hello group,
I'm currently doing error propagation with maple for astrophysics
calculations and stumbled upon an annoying problem. Let's say I have the
definition of velocity:

I had to compute
exp(I*a*sin(x));
int(%,x=0..2*Pi)
by wading through textbooks I could compute it halfway manually (using