Approximation of the Shapley Values Based on Experimental Designs

Documentation for package ‘ShapDoE’ version 1.0.0

est.sh	The main algorithm for estimating the Shapley value
est.shcoa	Estimating the Shapley value based on component orthogonal array (COA) with a prime power d
est.shcoa.prime	Estimating the Shapley value based on component orthogonal array (COA) with a prime d
est.shls	Estimating the Shapley value based on Latin square (LS)
est.shsrs	Estimating the Shapley value based on simple random sampling (SRS)
est.shstrrs	Estimating the Shapley value based on structured simple random sampling (StrRS)
gfpoly.add	Polynomial additive defined on GF(s) with a prime s
gfpoly.div	Polynomial division defined on GF(s) with a prime s
gfpoly.multi	Polynomial mutiplication defined on GF(s) with a prime s
is.prime	Determine whether an integer is a prime
onecoa	Generate a component orthogonal array (COA) with a prime power d
onecoa.prime	Generate a component orthogonal array (COA) with a prime d
onels	Generate an Latin square (LS)
poly.div	Polynomial division
structed.perm	Generate the structured samples of simple random samples