3 pages matching pseudo-inverse in this book
Results 1-3 of 3
What people are saying - Write a review
We haven't found any reviews in the usual places.
barycenter of depth bound is attained bound on efficiency chapter choose X(g coefficients components compute consider constant convex coordinates corollary covariance matrix D-efficiency D-optimal defined denote design for estimating design g design is supported design is uniform det2 g(xM dg(x diagonal matrix eigenvalue equality holds estimating 9 Euclidean norm fixed following Theorem g is optimal gives implies Jl Jn-1 k-point design Karlin and Studden Kiefer 196I lemma Let g lim max lower bound lower right entries matrices equal matrix with entries max d x max lim maximizes maxx maxx D(x minimizes max monomials of degree nonsingular matrix number of points obtain optimal g p=l p permutations points are needed points of support polynomial positive definite pseudo-inverse q-simplex quadratic rc]l regression functions result Setting the upper simplex Theorem 3.1 Theorem of Corresponding unique optimal design variable vector write X s matrix Ya+f Ya+h)2T