Mathematica Asked on July 11, 2021
Suppose I have the following lists:
dat1 = {{43, 12.0541}, {44, 10.789}, {45, 9.505}};
dat2 = {{43, 11.60940}, {44, 10.693}, {45, 9.764}};
How can I implement Pick or Select to select from dat1
the elements that have the second array position > than the correspondenting array position of dat1
. In this simple explemple, the the element is {45, 9.764}
. I tried to use something like that:
Pick[dat1, dat2, dat2[[2]] > dat1[[2]]]
You can use my BoolEval package:
<< BoolEval`
Use an all matrix elements:
BoolPick[dat1, dat1 > dat2]
(* {{12.0541}, {10.789}, {}} *)
Use the second part of each sub-element:
BoolPick[dat1, dat1[[All, 2]] > dat2[[All, 2]]]
(* {{43, 12.0541}, {44, 10.789}} *)
BoolPick[x,y]
is just a shorthand for Pick[x, BoolEval[y], 1]
. You can see what BoolEval
does by evaluating it with symbolic arguments:
BoolEval[a > b]
(* 1 - UnitStep[-a + b] *)
BoolEval
is the engine that makes BoolPick
so fast.
BoolEval
(not BoolPick
) is also available as a resource function, but I recommend the package version for slightly better performance and convenience functions such as BoolPick
.
Correct answer by Szabolcs on July 11, 2021
Pick[dat1, 1 - UnitStep[dat1[[All, 2]] - dat2[[All, 2]]], 1]
{{45, 9.505}}
Alternatively,
Pick[dat1, Positive[dat2[[All, 2]] - dat1[[All, 2]]]]
{{45, 9.505}}
Pick from dat2
using the same condition:
Pick[dat2, 1 - UnitStep[dat1[[All, 2]] - dat2[[All, 2]]], 1]
{{45, 9.764}}
Pick[dat2, Positive[dat2[[All, 2]] - dat1[[All, 2]]]]
{{45, 9.764}}
Answered by kglr on July 11, 2021
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