At least in the table `int/definite/table` it is not included (none of the integrals here is parametric). And it is neither in the table IntegrationTools:-Definite:-Integrators:-LookUp:-Algebraic:-Table

At least in the table `int/definite/table` it is not included (none of the integrals here is parametric). And it is neither in the table IntegrationTools:-Definite:-Integrators:-LookUp:-Algebraic:-Table

There are many cases of such undocumented commands. We can begin to discuss on this issue, case by case if you wish. May be better in another thread as it might be a long discussion. Do you want to do that?

On the other hand, if its in your interest to make this functionality as widely available as possible, it would help a lot if you make it accesible from the command line and document it properly.

I do not see any problem of principle with Java code. Presumably external calling should be able to make it accesible, isn't it?

There are many cases of such undocumented commands. We can begin to discuss on this issue, case by case if you wish. May be better in another thread as it might be a long discussion. Do you want to do that?

On the other hand, if its in your interest to make this functionality as widely available as possible, it would help a lot if you make it accesible from the command line and document it properly.

I do not see any problem of principle with Java code. Presumably external calling should be able to make it accesible, isn't it?

It is not a correct appreciation: exporting plots with typesetted math from the command line is an issue, and a rather important one.

I really do not believe that this functionallity is only available through menues. Somewhere there should be undocumented commands for these purposes, kept in secret.

It is not a correct appreciation: exporting plots with typesetted math from the command line is an issue, and a rather important one.

I really do not believe that this functionallity is only available through menues. Somewhere there should be undocumented commands for these purposes, kept in secret.

Who knows? My reaction, when a new version of a program includes some nagging, is to keep using the older, not-nagging version as far as possible. Besides, those individuals/sites may not upgrade anyways to the nagging version.

The MaplePrimes FAQ deserves a permanent link and being kept updated.

I have posted here about how to get the code from maple-tag images.

May be related: I see in my Account settings Time zone a half an hour shift.

May be related: I see in my Account settings Time zone a half an hour shift.

For a series s, 'convert(s,polynom)' "removes" the order term.

For a series s, 'convert(s,polynom)' "removes" the order term.

needs to be listed as a constant (check ?addcoords). This way it works:

addcoords(F,[Y1,Y2],[( -2 * ln(Y1) )^(1/2) * cos(2*Pi* Y2),
( -2 * ln(Y1) )^(1/2) * sin(2*Pi*Y2)],[Pi]);
plots:-coordplot(F,[0..1,0..1],scaling=constrained,axes=normal,
labelling = true);

needs to be listed as a constant (check ?addcoords). This way it works:

addcoords(F,[Y1,Y2],[( -2 * ln(Y1) )^(1/2) * cos(2*Pi* Y2),
( -2 * ln(Y1) )^(1/2) * sin(2*Pi*Y2)],[Pi]);
plots:-coordplot(F,[0..1,0..1],scaling=constrained,axes=normal,
labelling = true);

For sure, 'coeff' should work for polynomials. Hence, the idea is to get the differential operator for this ODE, that 'de2diffop' writes as a polynomial in 'Dx', which represents d/dx.