Showing 61 - 80 results of 452 for search '"Technical report (Stanford University. Dept. of Statistics) ;"', query time: 5.11s Refine Results
  1. 61
    Estimation in nonlinear and generalized linear mixed effects models /
    by Lai, T. L
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  2. 62
    Improved nonparametric confidence intervals in time series regressions /
    by Romano, Joseph P., 1960-
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  3. 63
    Counting bits with Kolmogorov and Shannon /
    by Donoho, David Leigh
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  4. 64
    Another calculation of the p-value for the problem of regions using the scaled bootstrap resamplings /
    by Shimodaira, Hidetoshi, 1967-
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  5. 65
    Sequential analysis : some classical problems and new challenges /
    by Lai, T. L
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  6. 66
    Exercise boundaries and efficient approximations to American option prices and hedge parameters /
    by AitSahlia, Farid
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  7. 67
    On the distribution of the largest principal component /
    by Johnstone, Iain
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  8. 68
    Statistics in pharmacology and pre-clinical studies /
    by Lai, T. L
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  9. 69
    Combinatorics for the East model /
    by Chung, Fan R. K., 1949-
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  10. 70
    Apportionment of seats in proportional representation systems : a majorization comparison of divisor methods /
    by Marshall, Albert W
    Published 1999
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  11. 71
    The efficacy of medical abortion : a meta-analysis /
    Published 1999
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  12. 72
    Heterogeneity and statistical significance in meta-analysis : an empirical study of 125 meta-analyses /
    Published 1999
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  13. 73
    Curvelets : a surprisingly effective nonadaptive representation for objects with edges /
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  14. 74
    Ridgelets : estimating with ridge functions /
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  15. 75
    Thresholding and oracle inequalities for weighted X¿² /
    by Johnstone, Iain
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  16. 76
    Generating functions with high-order poles are nearly polynomial /
    by Pemantle, Robin
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  17. 77
    Adapting to unknown sparsity by controlling the false discovery rate /
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  18. 78
    Chutes and ladders in Markov chains /
    by Diaconis, Persi
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  19. 79
    The effect of ambiguity in health state descriptions on the internal consistency of standard gamble utilities /
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  20. 80
    Measuring conformability of probabilities /
    Published 2000
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
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