A short history of algebraic statistics

Author:

Riccomagno Eva

Publisher

Springer Science and Business Media LLC

Subject

Statistics, Probability and Uncertainty,Statistics and Probability

Reference71 articles.

1. Abbott J, Bigatti A, Kreutzer M, Robbiano L (2000) Computing ideals of points. J Symbol Comput 30(4): 341–356

2. Allman ES, Rhodes JA (2008) Identifying evolutionary trees and substitution parameters for the general Markov model with invariable sites. Math Biosci 211(1): 18–33

3. Aoki S, Takemura A (2008) Markov bases for design of experiments with three-level factors, In: Gibilisco P, Riccomagno E, Rogantin MP, Wynn HP (eds) Geometric and algebraic methods in statistics. Cambridge University Press, Cambridge (forthcoming)

4. Aoki S, Takemura A, Yoshida R (2008) Indispensable monomials of toric ideals and Markov bases. J Symbol Comput 43: 490–507

5. Bailey RA (1982) The decomposition of treatment degrees of freedom in quantitative factorial experiments. J R Statist Soc B 44(1): 63–70

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