If you look at Maple help on Grid[Launch] command there is an example of checking the prime numbers.

I do not understand why the timingData variable is empty after specifying it in exports parameter.

When I do not specify it in the exports parameter, the timingData variable has the same value as it had before calling Launch command.

Hi,

can you help me, I want to make a convolution on this :

 But I really do not know how to deal with the diff...

Thank

Sorry for my english

Hello,

i am currently trying to get some equation of motions. For this i have to invert a matrix which looks like this:

A = GL * M * GL.'     (6x6)

M is the massmatrix. GL is a matrix with kinematic constraints because i am working on a closed loop subject. The problem is that GL consists of symbolic trigonometric terms which i can't replace with numbers. Because of the multiplication with the transpose and the massmatrix the elements...

The "." notation for the dot product of Vectors is very convenient and intuitive.  For example:

> <1,2,3> . <1,1,1>;

6

One sometimes annoying feature of it, however, is that by default Maple is using a dot product (suitable for Vectors with complex scalars) that is conjugate-linear in the first argument.  But let's say you will only be working with real scalars.  There's no problem if your Vectors have numeric entries, but...

For any positive integer, N, I need to create an N by N matrix whose (i,j)-entry, i-th row, j-th column, is (((1+j-i)*N+j)/(2+j-i)!) *z(2+j-i) for indeterminates z(0),z(1),z(2), etc. and z(k)=0 for k<0. How can I do this?

Let's say if given a expression y(x)=1/x+sinx, how to find the equation which y(x) satisfies by using Maple?

hi everyone,

im currently a student and am having trouble with this question

write a procedure so that Maple performs a trapezium rule aproximation of the integral of f(x) when you enter the  command TrapRule(f(x), N, a, b) where N is the number of intervals and a and b are the lower and upper bounds of the integral.

i dont necessarily want the answer, just as much help as possible,

Thanks

In next code g is evalhfable while MainF is not. Is it possible to create appropriate local in IntermediateCalc cover (via appropriate assignments) for fres2 to get MainF evalhfable too? ex.mw

Where can i read about logic of assignment in maple? In all normal languages
c:=0;

c:=c+1; returns c to 1.

While maple gets into reccursion. Why politics of assignment was made so? Why imstead process all previous assignments maple also seems to process current one while calculating rhs (or lhs via evaln)? Where can i read about that and how actually assign value to expression without postprocessing of current operator ?

Dear Forum

Lets say, I use the simplify function to process some expression and it returns x*x. On the paper, I find x^2. How can I use Maple to verify that x*x==x^2?

Thanks for any hints.

How can the ?DifferentialGeometry package be used to apply a vector (derivative) to a scalar?  I thought Hook might be used here, but I don't know that there is a way to express a scalar as a 0-form.  Consider

with(DifferentialGeometry):
DGsetup([x,y],E2):
Hook(D_x, x^2);
Error, (in DifferentialGeometry:-Hook) expected 2nd argument to be a differential form or bi-form. Received x^2

The variable A is a matrix in Maple. I need to show A, A^2, A^3, ....., A^19, A^20, and that i do by making a for loop:

    for n to 20 do A^n end do

And it works and shows correct results.. 

But i want to show more than just the result of each step in the for loop. 

The result right now is without variable name etc. How can i show more than just the result ? ... 

I have changed the Typesettinglevel to extended.

Hello guys,

I am unfamiliar with maple and have problems with dsolve complex system:

dz*_i/dt=sum(sum(z_i-z_j),j=1..2),i=1..2).

where i not equal to j and z* is conjugate(z).

here is my code:

for i from 1 to 2 do

summ(i)=0

od;

for j from 1 to 2 do

for i from 1 to 2 do

if i <> j then

summ(i)=summ(i)+(z_j(t)-z_i(t));

end if

od;

od

for j from 1 to 2 do

Dear Forum

I'm trying to evaluate the following expression:

The value of the integral should equal 1 and from that the value of the normalization constant N can be obtained. It should equal sqrt...

ggg:=(y,a,b)->
(2*(-a+6*y^2*a^2+2*b*y^2*a^2+9*b*y^3*a+3*b*y^2*a+b*y^6*a^2+4*b*y^5*a^2+5*b*y^4*a^2+2*b*y^5*a+8*b*y^4*a+3*b*y^3*a^2+4*b*y^2-y^3*a-3*y^2*a+y^6*a^3+5*y^5*a^3+8*y^4*a^3+4*y^3*a^3+y^5*a^2+5*y^4*a^2+9*y^3*a^2+b*y^4+4*b*y^3+y*a^2+2*a*b*y+y^3*a*(y+1)^(-2*b)+a*(y+1)^(-2*b)+3*y^2*a*(y+1)^(-2*b)+3*y*a*(y+1)^(-2*b)-2*y^2*a^2*(y+1)^(-2*b)-y*a^2*(y+1)^(-2*b)-3*y*a-y^3*a^2*(y+1)^(-2*b))/(y^2*(a+b)*(y+1)*(y+2)^2*(y*a+1)^2)+(-2-y^2+2*y^2*a^2-2*y+4*b*y^3*a+8*b*y^2*a+2*b*y^4*a^2+4*b*y^3*a^2...