Displaying 2 results from an estimated 2 matches for "boundsx".
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2007 Aug 23
1
Expedite scalar f(x) evaluation over vectors
...mplex equation for optim(). My current
approach is too slow for optim().
I have a function that takes a double integral (hopefully correctly) across
two terms, e.g.,
doubleint <- function(c1,c2) {integrate(function(y) {
sapply(y, function(y) {
integrate(function(x) {a*(c1+x)+b*(c2+x)}, boundsx[1], boundsx[2])$value
})
}, boundsy[1],boundsy[2])
}
I would like to rapidly evaluate this function over vectors c1 and c2 of
equal length where the double integral is calculated for each (matching)
element c1_i & c2_i. At present I get length mismatch errors. Furthermore,
mapply()...
2007 Aug 23
1
Clarification: Expedite scalar f(x) evaluation over vectors
...ptim().
I have a function that takes a double integral (hopefully correctly) across
two terms, e.g.,
<<note replacement of example function by hypothetical f(x,y)>>
doubleint <- function(c1,c2) {integrate(function(y) {
sapply(y, function(y) {
integrate(function(x) {f(x,y)}, boundsx[1], boundsx[2])$value
})
}, boundsy[1],boundsy[2])
}
<<I do not have a closed form for the real function>>
I would like to rapidly evaluate this function over vectors c1 and c2 of
equal length where the double integral is calculated for each (matching)
element c1_i & c2_i...