Algebraic methods in statistics and probability : AMS Special Session on Algebraic Methods in Statistics, April 8-9, 2000, University of Notre Dame, Notre Dame, Indiana / Marlos A.G. Viana, Donald St. P. Richards, editors
Simplicial inference / J. Aitchison -- Note on Nyman's equivalent formulation of the Riemann hypothesis / J.-F. Burnol -- On the construction of linear orthogonal arrays by extension / D. Collombier & A. Jourdan -- Coordinate-free approach to multivariate exponential families / A. Di Bucchianica & D.E. Leob -- Best invariant predictive distributions / M.L. Eaton & W.D. Sudderth -- Family of probability densities related to the Riemann zeta function / W. Ehm -- Local field u-statistics / S.N. Evans -- Krawtchouk matrices from classical and quantum random walks / P. Feinsilver & J. Kocik -- Some rank-based hypothesis tests for covariance structure and condiitonal independence / Y. Gao & J.I. Marden -- Gaussian measures as limits on irreducible symmetric spaces and cones / P. Graczyk -- Covariance structure of the multivariate Liouville distributions / R.D. Gupta & D. St. P. Richards
Reduction of regression models under symmetry / I.S. Helland -- Deconvolution density estimation on compact lie groups / P.T. Kim & D. St. P. Richards -- On efficiency of indirect estimation of nonparametric regression functions / C.A.J. Klaassen, E.-J. Lee & F.H. Ruymgaart -- Patterned matrices treated via linear spaces / T. Kollo & D. von Rosen -- Random walks on regular languages and algebraic systems of generating functions / S.P. Lalley -- Normal quasi-wishart distribution / G. Letac & H. Massam -- Rank score statistics for sherical data / T. Neeman & T. Chang -- Graphical model search via essential graphs / M.D. Perlman -- Compputational commutative algebra in discrete statistics / G. Pistone, E. Riccomagno & H.P. Wynn -- Maximum covariance difference test for equality of two covariance matrices / A. Takemura & S. Kuriki -- Covariance structure of random permutation matrices / M.A.G. Viana -- Extendibility of statistical models / E. Wit and P. McCullagh
