Recently, I finished a simulation, and I got the following data:
{{1.1, 11, 0.00107393, 0.0988187},
{1.1, 12, 0.00172679, 0.173259},
{1.1, 13, 0.0022463, 0.236371},
{1.1, 14, 0.00267865, 0.290542},
(...)
{6., 56, 0.582203, 0.83586},
{6., 57, 0.583993, 0.838513},
{6., 58, 0.585727, 0.841082},
{6., 59, 0.587406, 0.843571},
{6., 60, 0.589035, 0.845982}}
Where I have $\beta_1(\lambda_1,\lambda_2)$ and $\beta_2(\lambda_1,\lambda_2)$, for {$\lambda_1$, 1.1, 6.0, 0.1} $\times$ {$\lambda_2$, 11, 60, 1}. The complete data set is in this file.
Now, I'd like to plot the series of $\beta_1$ for some set of $\lambda_2$ (i.e. Mod[$\lambda_2$,6] == 0]) as a function of $\lambda_2$ (x-axis). I tried to do some transform using Table[] and 2 iterators, but this was not very piratical, and I'll soon have more data. Also, I really believe Mathematica must have a solution for this, it's trivial.
In time, $\beta_1$ and $\beta_2$ are loss rates, so, if anybody would also have nice suggestions for plots, I'd be very glad. This is the one I could make so far, but it's too polluted - I'm a complete beginner at Mathematica:
$\beta_1 \to$ Full line $\beta_2 \to$ Dashed line
Please, I'm getting desperate. All I want is to run a simple query to use this table to create a plot, that splits the data in series of $\lambda_2$, so I can have $\beta_1^{\lambda_2}(\lambda_1)$. I really need this ASAP, and I'm starting to considering take this data to another program, that would do this in 3 minutes.
Thank you all for your help!
Regards!
β
are defined. $\endgroup$