EGPD[r_, \[Theta]_, \[Lambda]_] := \[Theta] (r \[Lambda] + \
\[Theta])^(r - 1) (E^(-r \[Lambda] - \[Theta]))/r!
EGPDdist[\[Theta]_, \[Lambda]_, n_] :=
Table[EGPD[r, \[Theta], \[Lambda]], {r, 0, n}] // N
(* distribution of EGPD omitting EGPD=0*)
EGPDdistdrop[\[Theta]_, \[Lambda]_, n_] :=
Drop[Table[EGPD[r, \[Theta], \[Lambda]], {r, 0, n}], 1] // N
(* EGPD for r>1 conditioned on r not zero *)
EGPDdistcond[\[Theta]_, \[Lambda]_, n_] :=
EGPDdistdrop[\[Theta], \[Lambda], n]/(1 - E^(-\[Theta]))
plotpdfGPD =
Manipulate[
ListLogLogPlot[EGPDdistcond[\[Lambda], \[Lambda], 2000],
Joined -> True,
PlotRange -> {All, {0.0001, 1}}], {{\[Lambda], .1, "Lamda"}, 0.1,
1}]
nextstage[thisstage_, \[Lambda]_] :=
RandomInteger[PoissonDistribution[ \[Lambda]]]
nsamples = 50;
samples = Manipulate[Grid[Table[
NestWhileList[nextstage[#, Lamda] &,
1, # != 0 &], {nsamples}]], {{Lamda, .5, "Lamda"}, 0.1, 1}]
So here I have two manipulates, one for plotpdfGPD and the other for samples. Both have slider “lamda” that changes from 0.1 to 1. How can I have only one slider for both the functions? is it possible?