Hi,

I am trying to solve an implicitly defined equation and plot the
results at the same time.

'n' is the sequence of integers (0,1, 2,...) 'kn' and 'mn' are defined
as solutions to
2^kn+mn = n & 0 <= mn < 2^kn

A solution should always exist, however it might not be unique given
that there is only one equation for two unknowns. So,

1) How can I see the (possibly multiple) solutions?

2) And then plot them as functions of 'n'?

Thank you,

T

On Jul 4, 5:54=A0pm, tzygmund <tzygm...@googlemail.com> wrote:
> Hi,
>
> I am trying to solve an implicitly defined equation and plot the
> results at the same time.
>
> 'n' is the sequence of integers (0,1, 2,...) 'kn' and 'mn' are defined
> as solutions to
> 2^kn+mn =3D n & 0 <=3D mn < 2^kn
>
> A solution should always exist, however it might not be unique given
> that there is only one equation for two unknowns. So,
>
> 1) How can I see the (possibly multiple) solutions?
>
> 2) And then plot them as functions of 'n'?
>
> Thank you,
>
> T

why don't you plot this two functions f1=3D 2^kn+mn - n and f2=3Dmn-2^kn
over n and see whether the function f1 intersects n-axis in the
positive region defined by f2! See once plot technique in matlab.