search for: rootoned

Displaying 4 results from an estimated 4 matches for "rootoned".

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2018 Jul 30
2
trace in uniroot() ?
...e iterations of the rootfinding, and only has effect when the search interval is allowed to be extended. It does not appear that there is any mechanism to ask the zeroin2 C code to display intermediate work. This isn't desperately important for me as I wrote an R version of the code in package rootoned on R-forge (which Martin Maechler adapted as unirootR.R in Rmpfr so multi-precision roots can be found). My zeroin.R has 'trace' to get the pattern of different steps. In fact it is a bit excessive. Note unirootR.R uses 'verbose' rather than 'trace'. However, it would be nic...
2018 Aug 13
1
trace in uniroot() ?
...has effect when the search interval is allowed > to be extended. It does not appear that there is any mechanism to ask > the zeroin2 C code to display intermediate work. > > This isn't desperately important for me as I wrote an R version of the code in > package rootoned on R-forge (which Martin Maechler adapted as unirootR.R in > Rmpfr so multi-precision roots can be found). My zeroin.R has 'trace' to get > the pattern of different steps. In fact it is a bit excessive. Note > unirootR.R uses 'verbose' rather than 'trace'...
2018 Aug 13
0
trace in uniroot() ?
...ng, and only has effect when the search interval is allowed > to be extended. It does not appear that there is any mechanism to ask > the zeroin2 C code to display intermediate work. > > This isn't desperately important for me as I wrote an R version of the > code in > package rootoned on R-forge (which Martin Maechler adapted as unirootR.R in > Rmpfr so multi-precision roots can be found). My zeroin.R has 'trace' to > get > the pattern of different steps. In fact it is a bit excessive. Note > unirootR.R uses 'verbose' rather than 'trace'. Howe...
2012 Nov 08
3
vectorized uni-root?
dear R experts--- I have (many) unidimensional root problems. think loc.of.root <- uniroot( f= function(x,a) log( exp(a) + a) + a, c(.,9e10), a=rnorm(1) ) $root (for some coefficients a, there won't be a solution; for others, it may exceed the domain. implied volatilities in various Black-Scholes formulas and variant formulas are like this, too.) except I don't need 1 root, but a