"couponbonds"
.
"estim_nss"(dataset, group, matrange = "all", method = "ns", startparam = NULL, lambda = 0.0609 * 12, tauconstr = NULL,
constrOptimOptions = list(control = list(maxit = 2000), outer.iterations = 200, outer.eps = 1e-04),...)
"couponbonds"
e.g., c("GERMANY","AUSTRIA")
. The spot rate
curve of the first group element will be used as the reference curve for the
spread curve calculation.
"all"
for no restrictions, or restrict
the maturity range (in years) used for the estimation with c(lower,upper)
.
"ns"
for Nelson/Siegel (default), "dl"
for
Diebold/Li, "sv"
for Svensson or "asv"
for adjusted Svensson.
NULL
)
"dl"
spot rate
function (default: 0.0609*12)
optim
nelson_estim
returns an object of the class "nelson"
. The object
contains the following items (mainly lists):
"none"
or a vector with the maturity range."Nelson/Siegel"
or
"Svensson"
).group
, i.e. the number of
countries."dl"
spot rate function."spot_curves"
."s_curves"
."fwr_curves"
."df_curves"
."error"
.phat
."error"
.optim
, e.g. optimal parameters, convergence info.Lars E.O. Svensson (1994): Estimating and Interpreting Forward Interest Rates: Sweden 1992 -1994. Technical Reports 4871, National Bureau of Economic Research.
F.X. Diebold and C. Li: Forecasting the Term Structure of Government Bond Yields. Journal of Econometrics, 130:337--364.
print.termstrc_nss
, summary.termstrc_nss
, plot.termstrc_nss
, estim_cs
, plot.spot_curves
, plot.s_curves
, plot.df_curves
, plot.fwr_curves
,