I'm running this numerical integration 14 hours continuously,without result.

The problem is the numerical integration

 evalf(int(F(q)*sin(q*Theta)/q)) assuming(0

This is taking forever.

Now,this is already done using Fortran (not time consuming at all),but the choice is not mandatory,so I'm using Maple 13.

Now,I think, to do this I have to do the integral using any other numerical method, evalf(int(,)) isn't good enough.

how to rewritten the PDEs to the matrix form like the following in Maple

I have attempted making a translation the Wolfram Mathematic's document: Singular Value Decomposition.
I present Problems in showing the arches of angles. Besides result do not correspond .

Plot_singular_value_.mw

Gracias

This is more of a blog entry, mostly a note to myself.

I wanted to generate a list of points on the surface of a deformed sphere. It turns out that Robert recently showed how to do that on a unit sphere.

http://www.mapleprimes.com/questions/35962-Limited-Random-Points-Plot-On-A-Surface#comment66936

Adapting his code is straightforward. So here is what I came up with. One proc generates the random points on the surface of the ellipsoid. Another proc generates...

Hi,

with(OrthogonalExpansions) not working in Maple 15 (work in Maple 14). What is the equivalent package for FourierSeries calculations?

Thanks in advance

Kamel Boughrara

 I have the following equation that I want to plot for theta and t with other parameter values in the equation fixed as below. But when I try to animate the solution I get an 'unable to plot' error message. What can I do to plot the equation, U(theta, t) below.

 U(theta, t) := 1/2/Pi+Q*sin(k*theta)+P*sin(m*theta)+1/4*(-I*Q*exp(1/2*k*(-sigma^2*k+2*I*theta...

Hi,

How can i delete a row in a (2D) Matrix?

Thanks,   (Mohsen)

evolf := proc(f);
h1 := z + f(x);
h2 := z - f(x);
h3 := z*f(x);
h4 := f(x)/z;
h5 := z+diff(f(x),x);
h6 := z-diff(f(x),x);
h7 := z*diff(f(x),x);
h8 := diff(f(x),x)/z;
h9 := subs(x=z, f(x));
test := [h1, h2, h3, h4, h5, h6, h7, h8, h9];
F = 0;
for i from 1 to 9 do
    F = F + 1/(1+exp(subs(x=0,test[i])-subs(x=0,f(x))));
end proc;            

Hi there,

I am using plot3d in worksheet mode to create a bunge of complex 3d-geometries containing "patches" (style = wireframeopaque) and wireframes (style = wireframe) representing the deformed and undeformed geometry of a system. I would like to export them as vector graphics since only then the results look nice enough to be used in a report.

When using Maple 12 rightclick->export->EPS, works nearly. Unfortunately the patches are not really...

Hi there,

I have a system of seven equations and want to make a phase plane with field arrows for two independent variables (C vs I). When I use DEplot it doesn't give me field with arrows. I just wonder if anybody could please help me in this issue. Here is my system:

dp/dt = P kappa I-gamma[1] CE- delta[1] CH

dE/dt = lambda E(E[0]-E)-gamma[1] C E

dI/dt = gamma[1] CE + eta Ia/(epsilon+K) -kappa I -alpha K I-delta[2] I M

dIa/dt = alpha K I+delta[2] I M

I have a model which contains 3 variables and several parameters, the equtions are as following:

diff(i(t),t) = alpha*B(t)*S(t)/(K+B(t))-r*i(t)
diff(S(t),t) = -alpha*B(t)*S(t)/(K+B(t))+b*(N-S(t))
diff(B(t),t) = e*i(t)+g*B(t)

How can I solve them to get the solutions by using Maple, and plot them?

Sorry I'm just a new learner with little math background. Plz explain more specific if you want. Thanks for your help.

I just wondered if there was a similar rule for sine.

I have the system of two difference equations. I need to plot phase plane of (x(k), y(k)).

Dear Maple users

I have encountered a strange problem when trying to make inline evaluations in Document Mode. The shortcut Ctrl+= does work on my stationary Windows XP machine, but does not work on my notebook running Windows 7 (64 bit).

To make it clear: I change to Math Mode using the F5 key, type the expression and hold Ctrl and Shift key down and press the key with the = sign. And Yes, I am using Document Mode!

When I rightclick in order to use...

  We have two random points A(X1,Y1,Z1) and B(X2,Y2,Z2) in the unit cube, ie X1, X2, Y1, Y2, Z1, and Z2 are collectively independent random variables uniformly distributed on the interval [0,1].
  How to find  the mean of the distance between A and B with Maple? The same question in higher dimensions.