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검색어 : 통합검색[Approximation theory.]

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  • 1
    Weierstrass and Approximation Theory
    Pinkus, Allan; ; (Journal of approximation theory, v.107, 2000, pp.1-66)
  • 2
    Sparse representations and approximation theory
    Pinkus, A.; ; (Journal of approximation theory, v.163, 2011, pp.388-412)
  • 3
    Higher ideal approximation theory
    Asadollahi, Javad; Sadeghi, Somayeh; ; (Transactions of the American Mathematical Society, v.375, 2022, pp.2113-2145)
  • 4
    Approximation Theory Vii
    Kumar, Kuldeep; Bond University, Gold Coast; (Journal of the royal statistical society. Series D, The Statistician, v.43, 1994, pp.455-455)
  • 5
    Linear dynamic approximation theory
    Mycielski, Jan; ; (Journal of approximation theory, v.25, 1979, pp.369-383)
  • 6
    Progress in approximation theory
    ; ; (Journal of approximation theory, v.70, 1992, pp.394)
  • 7
    Approximation Theory
    Pierce, John; Talbot, A.; ; (Mathematics of computation, v.26, 1972, pp.288)
  • 8
    Approximation theory and matrix completions
    Hadwin, D; Larson, D.R; Timotin, D; Department of Mathematics and Statistics, University of New Hampshire, Durham, NH 03824, USA; Department of Mathematics, Texas A&M University, College Station, TX 77843-3368, USA; Institute of Mathematics of the Romanian Academy, P.O. Box 1-764, Bucharest 014700, Romania; (Linear algebra and its applications, v.377, 2004, pp.165-179)
  • 9
    Learning Theory and Approximation
    Jetter, Kurt; Smale, Steve; Zhou, Ding-Xuan; Universitä t Hohenheim, Stuttgart, Germany; City University of Hong Kong, China; City University of Hong Kong, China; (Oberwolfach reports, v.5, 2009, pp.1655-1706)
  • 10
    Learning Theory and Approximation
    Christmann, Andreas; Jetter, Kurt; Smale, Steve; Zhou, Ding-Xuan; Universitä t Bayreuth, Germany; Universitä t Hohenheim, Stuttgart, Germany; City University of Hong Kong, China; City University of Hong Kong, China; (Oberwolfach reports, v.13, 2016, pp.1875-1941)
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