Title: Configurable Function for Solving Families of Nonlinear
Description: This is designed for use with an arbitrary set of equations with
The original version of "TK!Solver" , now a product of Universal Technical Systems (<https://www.uts.com>) was the inspiration for this function.

Imports: methods, BB, nleqslv, rootSolve

Title: k-Top Scoring Pairs for Microarray Classification
Description: These functions compute the k best pairs of genes used to classify samples based on the relative rank of the genes expression within each profile. A score based on the sensitivity and the specificity is calculated for every possible pair. The k pairs with the highest score will be selected with the restriction that a gene can appear in at most one pair. The value of k is either set as a parameter chosen by the user or computed through crossvalidation. Other functions related to the k-TSP are also available, for example the functions prediction, summary, plot, etc. can be found in the package.

Title: 'Tweedie' Compound Poisson Model in the Reproducing Kernel
c(person("Yi", "Lian", role = c("aut", "cre"), email = "yi.lian@mail.mcgill.ca"),
person("Archer Yi", "Yang", role = c("aut", "cph")),
person("Boxiang", "Wang", role = c("aut")),
person("Robert W.", "Platt", role = c("aut"))
Description: Kernel-based 'Tweedie' compound Poisson gamma model using high-dimensional predictors for the analyses of zero-inflated response variables. The package features built-in estimation, prediction and cross-validation tools and supports choice of different kernel functions.

Description: Computes (constructs, plots and evaluates) constrained cubic Hermite splines, which can be used to construct monotonic splines. Computes their first derivatives, indefinite integrals and smooth approximations of their first, second and higher derivatives. Also, computes their roots, including their argmins, argmaxs and inflection points.

Description: Constructs, plots and evaluates constrained cubic Hermite splines, which can be used to construct monotonic splines. Computes their first derivatives, indefinite integrals and smooth approximations of their first, second and higher derivatives. Also, computes their roots, including their argmins, argmaxs and inflection points.