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All functions

Biomechanics
Biomechanics Data (Biomechanics_Data)
Data2bifd()
Creates a bifd object from a matrix.
Fragments
Spinal bone mineral density measurements (Fragments)
confidence_band()
Makes confidence bands
confidence_band_fragm()
Makes confidence bands for fragmentary functional data
cov2tau_fun()
This function computes the estimate of the roughness parameter function tau(t) using the covariance function (given as a matrix) of the functional data.
cov_fragments()
Estimate covariance function from fragmentary functional data
covf_nonst_matern()
Modified Matern Covariance Function (varying roughness parameter)
covf_st_matern()
Matern Covariance Function
eigen.fd()
Takes eigen decomposition of bifd covariance object.
ffscb
ffscb
get_pval_Ec()
p-value (ellipsoid region)
get_pvalue_FFSCB_t()
FFSCB p-value (t-distr)
get_pvalue_FFSCB_z()
FFSCB p-value (Gaussian)
locate_crossings()
Locate crossings
make_band_FFSCB_t()
Fast 'n' fair simultaneous confidence band (t-distr)
make_band_FFSCB_z()
Fast 'n' fair simultaneous confidence band (Gaussian)
make_cov_m()
Make discretized covariance function
make_fragm_sample()
Make sample (for simulation)
make_grid()
Make grid
make_sample()
Make sample (for simulation)
meanf_bump()
Meanfunction with local bump
meanf_ellipse()
Meanfunction with local ellipse
meanf_localshift()
Meanfunction with local peak (polynomial with simple local peak)
meanf_peak()
Meanfunction with local peak
meanf_poly()
Meanfunction (polynomial)
meanf_rect()
Meanfunction with local rectangles (polynomial with simple local rectangles)
meanf_scale()
Meanfunction (polynomial with simple scaling)
meanf_shift()
Meanfunction (polynomial with simple shifting)
n_ts()
Count number of observations in X_i(t)*X_i(s), i=1...,n, with fragmentary functional data X_i
plot(<confidence_band>)
Visualizes confidence bands constructed from confidence_band.
tau_fragments()
R-function for computing tau from fragmentary functional data. Caution: only one single fragment per function is assumed.
tau_fun()
This function computes the estimate of the roughness parameter function tau(t) using the pointwise standard deviation of the standardized and differentiated sample functions.