kfn simply computes \(k = \sigma \sqrt D / 100\), where \(\sigma\) is the sigma parameter of a fitted halfnormal detection function and \(D\) is the corresponding density estimate. The factor of 1/100 adjusts for the units used in secr (sigma in metres; D in animals per hectare).
Input may be in any of these forms
vector with D and sigma in the first and second positions.
matrix with each row as in (1)
dataframe such as produced by predict.secr with rows `D' and `sigma', and column `estimate'.
fitted secr model
a list of any of the above
References
Efford, M. G., Dawson, D. K., Jhala, Y. V. and Qureshi, Q. (2016)
Density-dependent home-range size revealed by spatially explicit
capture--recapture. Ecography39, 676--688.