'Constrained Quantile Regression with Cubic B-Splines'

Documentation for package ‘BsplineQuantReg’ version 0.1.0

apply_karlin_constraints	Karlin-Studden constraints for positivity
Bspline_base	Build B-spline basis in piecewise polynomial form Computes local polynomial coefficients for each B-spline basis function on each interval. Polynomials are expressed in the canonical basis Uses De Boor's recursion formula.
Bspline_deriv	Differentiate a B-spline basis
bspline_to_deriv_coeffs_pp	Convert B-spline to derivative coefficients
bs_direct	Direct evaluation of a B-spline basis
change_polynomial_base_taylor	Change polynomial basis (Taylor expansion)
is_beta	Check if package is beta version
package_version	Get package version
polyadd	Polynomial addition
polyderiv	Polynomial derivative Computes the derivative of order 'der' of a polynomial.
polymul	Polynomial multiplication
poly_eval	Evaluate polynomial
reduce_pol	Reduce polynomial
SplineConstQuantRegBs3	Constrained quantile regression with cubic splines
Spline_der_knots	Derivatives at knots of a B-spline
spline_eval	Evaluate a B-spline
test_karlin_simple	Comprehensive test function
view_basis	Visualize a B-spline functions basis