The equation
                     -sqrt(k x) = sqrt(k x)
 is solved correctly by Maple:

solve(-sqrt(k*x) = sqrt(k*x));
                 {k = k, x = 0}, {k = 0, x = x}

However, the equation
                 -sqrt(k x) = sqrt(k x + k - 1)
 is apparently not solved correctly:

solve(-sqrt(k*x) = sqrt(k*x+k-1));

                         {k = 1, x = x}
The variable
                               x
 can not be arbitrary since this equation reduces to the former equation
-sqrt(k*x) = sqrt(k*x);
 when  k = 1
.

Maple should return something similar to (4) below.

eval(-sqrt(k*x), k = 1) = eval(sqrt(k*x+k-1), k = 1);
                          (1/2)    (1/2)
                        -x      = x    
solve({-x^(1/2) = x^(1/2)});
                            {x = 0}

Can this be explained in some way, or is this a bug?

Hi everybody,

I am presently developing a MAPLE-based application and I need to trace its evolutions through a “version control process”.
For codes written in other languages I use to use GIT (it acts with text files and it has syntactic coloring for different languages).

I suspect the development teams routinely face this version control issue.
Could you advise me,  on the versioning tools you use ?

Great thanks in advance

Let be the number z so that |z+3-2*I| + |z-3-8*I| = 6*sqrt(2). Find min and max of the modulus of z. How can I find min and max of modulus of z with Maple.

Thank for your help!

right_file.mw

i want to start i from 0 ,1 ,2 , 3 but it does not work I rhink the defaul value is from 1 to 4. can we begin it with zero.

Hi every body,

I have a function "p(v,T)" which I evaluated its critical point. after calculating when I want to plot diagram of "p-v" for some values of "T" around critical value of "T" I expect the shape of diagram for "T" bigger and smaller than critical value of "T" be different. but it not happened. Are here anyone can help me? The function "p(v,T)" is in the file. if you want calculate critical point and check I am right or wrong. Thanks criticalpoint.mw

Download Dirac_for_Primes.mw

Hi,

I want to know is maple helpful to find a cjange coordinate to transform an old coordinate to a new coordinate? details are attached to the file:

changecoor.mw

Thanks guyz

Hi everyone,

I have a functional "L" which I want to solve Euler-Lagrange for it and then extermise that functionalexfun.mw by its equation of motions. I know the result must be same to a function like "A" but I cant obtain that. "a", "b" and "s" are constants and not important, I insist more on the shape of "A"

Thanks a lot

i am new user in maple .i want to calculate eigenvalues of a symmetrix matrix to find max or min value but i usually face a error code ' (in simpl/max) complex argument to max/min'

i know that a symmetrix matrix have real eigenvalues.

for example:
restart:with(LinearAlgebra):with(GraphTheory):interface(rtablesize=infinity):
SeidelMatrix:=proc(G::Graph) local J,B,A,S;
J:=Matrix(1..NumberOfVertices(G),1..NumberOfVertices(G),shape=constant[1]):
B:=IdentityMatrix(NumberOfVertices(G)):
A:=AdjacencyMatrix(G):
S:=J-B-MatrixScalarMultiply(A,2):
convert(S,Matrix,shape=symmetric,datatype=float):
return S:
end proc:
E:=sort(eval(Eigenvalues(SeidelMatrix(CycleGraph(7)),output='list'))):
(min,max)(E);
Error, (in simpl/min) complex argument to max/min: (1/3)*(-28+(84*I)*3^(1/2))^(1/3)+(28/3)/(-28+(84*I)*3^(1/2))^(1/3)-1/3
 

I am trying to evaluate the following summation which gives the result 0. But I think answer is not correct.
 

Download zero.mw

A lot of efforts I performed to obtained the right results, somehow I remain sucessful but the results are not exactly same as expected. I request you to kindly see at the christoffel symbol. I also sent the right results.

some_mistakes_in_christoffel.mw

you can see the right results in the given below attachment

right_christoffel_symbols.pdf

as you can comprare the results of both file. the obtain crystoffel are not same as the requied.

is it possible to change ODE to PDE?

the ODE has diff(a(t),t) and diff(b(t),t)

how to convert to diff(t, a), diff(t, b) ?

Is there a built-in function in Maple 2015 that identifies and prints prime numbers in a specified integer range?

Hi

How can I write and solve a dirac_delta function in maple, for example in below equations:

F[0]:=0;
F[1]:=a;
F[2]:=b;

eq1:=sum((k-m+2)*(k-m+1)*F[k-m+2]*Dirac[m-1], m = 0 .. k);

eq2:=(k+1)*F[k+1]-Dirac[k];

for k from 0 to 10 do
F[k+3]:=solve(F[k+3]=(eq1+eq2)/((k+3)*(k+2)*(k+1)),F[k+3]);
end do;

Hi everybody,

I'm kind of new to Maple and i'm trying to solve a system of trigonometric equations inequality as follow:

f:= {((2*a*sin(S)*cos(S)^(2)))/(1-sin(S)^(3))<1,90> S>-90,a>1};

solve(f,{a,S});
Error, (in PiecewiseTools:-Convert) unable to convert
 

How can I solve the system?

Thanks a lot.