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Timeline for Plotting maxima within a simplex

Current License: CC BY-SA 4.0

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Jul 23, 2019 at 0:42 comment added kglr ... The function Reduce[#[p, q] >= max[p, q] , {p, q} ∈ SSSTriangle[1, 1, 1]] & a pure function (a function with unnamed argument(s))) (where Slot (#) is a placeholder for the argument.) We could have defined the same function using myreduce[arg_]:=Reduce[arg[p, q] >= max[p, q] , {p, q} ∈ SSSTriangle[1, 1, 1]]. When supplied an argument (myreduce[func] for example) this function gives the result of Reduce[func[p, q] >= max[p, q] , {p, q} ∈ SSSTriangle[1, 1, 1]].
Jul 23, 2019 at 0:37 comment added kglr @Amanda, you are about rf (rg and rh). I used Quiet to suppress warning messages that Reduce gives (try it by removing Quiet @ to see what i mean). For the second part related to & , /@ .., see (1) Function (&) and (2) Map (/@) in the documentation center ...
Jul 23, 2019 at 0:11 comment added Amanda Can I ask for help in understanding the code for future issues? I think rf defines the region of (p,q) where f is the maximum, etc. This is achieved with '{rf, rg, rh} = Quiet @ Reduce[#[p, q] >= max[p, q] , {p, q} ∈ SSSTriangle[1, 1, 1]] & /@ {f, g, h};' Can you please explain this line... I'm confused by the role of 'Quiet @ Reduce[#[p, q] >= max[p, q]' and '& /@ {f, g, h}' @kglr (I hope this is the right formatting for comments?)
Jul 22, 2019 at 21:41 vote accept Amanda
Oct 20, 2019 at 0:55
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