Showing 201 - 220 results of 452 for search '"Technical report (Stanford University. Dept. of Statistics) ;"', query time: 0.13s Refine Results
  1. 201
    Neighborly polytopes and sparse solution of underdetermined linear equations /
    by Donoho, David Leigh
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  2. 202
    On control of the false discovery proportion /
    by Romano, Joseph P., 1960-
    Published 2004
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  3. 203
    Solitaire : man versus machine /
    by Yan, Xiang
    Published 2004
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  4. 204
    Compressed sensing /
    by Donoho, David Leigh
    Published 2004
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  5. 205
    Markov bases for noncommutative Fourier analysis of ranked data /
    by Diaconis, Persi
    Published 2004
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  6. 206
    Extensions of compressed sensing /
    by Tsaig, Yaakov
    Published 2004
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  7. 207
    Tracy-Widom limit for the largest eigenvalue of a large class of complex Wishart matrices /
    by El Karoui, Noureddine
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  8. 208
    Confidence intervals in group sequential trials with random group sizes and applications to survival analysis /
    by Lai, T. L
    Published 2004
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  9. 209
    Several colorful inequalities /
    by Olkin, Ingram
    Published 2004
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  10. 210
    Approximate policy optimization and adaptive control in regression models /
    by Han, Jiarui
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  11. 211
    The bulk and edge spectra of critical values of smooth isotropic processes /
    by Taylor, Jonathan E
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  12. 212
    Maxima of discretely sampled random fields, with an application to 'bubbles' /
    by Taylor, Jonathan E
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  13. 213
    Neighborliness of randomly-projected simplices in high dimensions /
    by Donoho, David Leigh
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  14. 214
    Sparse nonnegative solution of underdetermined linear equations by linear programming /
    by Donoho, David Leigh
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  15. 215
    High-dimensional centrally-symmetric polytopes with neighborliness proportional to dimension /
    by Donoho, David Leigh
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  16. 216
    Confidence intervals for survival quantiles in the cox regression model /
    by Lai, T. L
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  17. 217
    Local antithetic sampling with scrambled nets /
    by Owen, Art B
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  18. 218
    A combined superiority and non-inferiority approach to multiple endpoints in clinical trials /
    by Bloch, Daniel A
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  19. 219
    Sampling strategies for MCMC /
    by Tribble, Seth D
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  20. 220
    Bias correction and confidence intervals following sequential tests /
    by Lai, T. L
    Published 2005
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
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