Showing 1 - 20 results of 452 for search '"Technical report (Stanford University. Dept. of Statistics) ;"', query time: 5.38s Refine Results
  1. 1
    Adaptive multiscale detection of filamentary structures embedded in a background of uniform random points /
    by Arias-Castro, Ery
    Published 2003
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  2. 2
    Estimating mean dimensionality /
    by Liu, Ruixue
    Published 2003
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  3. 3
    A super-class walk on upper-triangular matrices /
    by Arias-Castro, Ery
    Published 2003
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  4. 4
    On optimality of stepdown and stepup procedures /
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  5. 5
    Parameter estimation in hidden Markov models with general state spaces /
    by Lai, T. L
    Published 2003
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  6. 6
    Estimating the term structure of credit spreads : callable corporate debt /
    by Berndt, Antje
    Published 2003
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  7. 7
    Fastest mixing Markov chain on a graph /
    by Boyd, Stephen P
    Published 2003
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  8. 8
    When does non-negative matrix factorization give a correct decomposition into parts? /
    by Donoho, David Leigh
    Published 2003
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  9. 9
    The Markov moment problem and de Finetti's theorem : part I and part II /
    by Diaconis, Persi
    Published 2003
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  10. 10
    New tight frames of curvelets and optimal representations of objects with C² singularities /
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  11. 11
    Optimally sparse representation in general (non-orthogonal) dictionaries via ℓ₁ minimization /
    by Donoho, David Leigh
    Published 2002
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  12. 12
    Theory of exposure models : derivation of an indoor-outdoor averaging time model from the mass balance equation /
    by Switzer, Paul
    Published 1998
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  13. 13
    A test for linear vs convex regression function using shape-restricted regression /
    by Meyer, Mary C
    Published 2001
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  14. 14
    Can recent innovations in harmonic analysis 'explain' key findings in natural image statistics? /
    by Donoho, David Leigh
    Published 2001
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  15. 15
    Asymptotic expansions in multidimensional Markov renewal theory and first passage times for Markov random walks /
    by Fuh, Cheng-Der
    Published 2001
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  16. 16
    Exercise regions and efficient valuation of American lookback options /
    by Lai, T. L
    Published 2001
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  17. 17
    Thick points for planar Brownian motion and the Erdos-Taylor conjecture on random walk /
    Published 2001
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  18. 18
    G. H. Hardy and probability ???? /
    by Diaconis, Persi
    Published 2001
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  19. 19
    Digital ridgelet transform based on true ridge functions /
    by Donoho, David Leigh
    Published 2001
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
  20. 20
    Robbins, empirical Bayes, and microarrays /
    by Efron, Bradley
    Published 2001
    “...Technical report (Stanford University. Dept. of Statistics) ;...”

    Book
Search Tools: Get RSS Feed — Email this Search