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    1#
    发表于 2013-5-6 16:10 |只看该作者 |倒序浏览
    |招呼Ta 关注Ta |邮箱已经成功绑定
    Mon, 6 May 2013[1]  arXiv:1305.0715 [pdf, other]On the convergence of the Gaver-Stehfest algorithm4 Q4 Q( D) Q0 f. `0 B
    Alexey Kuznetsov
    ; {9 L& b" t/ u& i, pComments: 16 pages, 1 figure
    0 J+ P% g; z( X4 ?' H3 M% b0 MSubjects: Numerical Analysis (math.NA); Complex Variables (math.CV)) r* I3 i1 f' b$ u8 Y1 A: p6 n
    : \( R( `* S* s$ O3 p
    [2]  arXiv:1305.0646 [pdf, ps, other]Convolution spline approximations for time domain boundary integral equations
    - o( e; p/ L' N# Q; |% Z1 |Penny J Davies, Dugald B Duncan
    - J% z% P, `, l% }Subjects: Numerical Analysis (math.NA)
      X6 k' Q; B8 I% R0 J( _" i' q# `4 ~+ m
    Fri, 3 May 2013[3]  arXiv:1305.0546 [pdf, other]Adaptive Primal-Dual Hybrid Gradient Methods for Saddle-Point Problems. b8 T5 Z) s* r
    Tom Goldstein, Ernie Esser, Richard Baraniuk
    7 y8 {5 `( N4 f) ~( DComments: 24 pages, 5 figures8 _3 e# o# B+ ^
    Subjects: Numerical Analysis (math.NA)
    & n) f. d4 K* L/ |# P, i) D5 P+ Q. k) I" _9 W7 j
    [4]  arXiv:1305.0500 [pdf, ps, other]Central differences, Euler numbers and symbolic methods9 _; {; ^: {8 [4 C8 ]% L
    J.S.Dowker7 v3 [1 y7 |! T) y# }3 w  R
    Comments: 13 pages7 V) b6 E  W# r0 p. E
    Subjects: Numerical Analysis (math.NA); Combinatorics (math.CO)) H1 k/ Z, u% ?2 r+ X: O8 A3 i
    , b: e. R9 S. b0 e' a% `. ^1 v
    [5]  arXiv:1305.0466 [pdf, other]Inf-suf stable bES-FEM method for nearly incompressible elasticity3 A5 ^2 X% m. R# H' v
    Thanh Hai Ong, G. R. Liu, T. Nguyen-Thoi, H. Nguyen-Xuan& ?3 @/ g' |5 u$ q" W
    Comments: 23 pages, 11 figures
    # x3 @& P/ D8 ^& \" r' WSubjects: Numerical Analysis (math.NA)' I1 @. U/ R/ f  N1 c) d" Z  X

    " [$ u" z# i5 U; l6 \[6]  arXiv:1305.0453 (cross-list from cs.CC) [pdf, ps, other]Complexity Theory for Operators in Analysis
    $ e3 w% E% O' Z* k  _Akitoshi Kawamura, Stephen Cook
    - S- \0 \. s, bComments: 22 pages, 9 figures; a few typos fixed after journal publication2 T, U- ~; g! h# c8 D2 t5 y
    Journal-ref: ACM Transactions on Computation Theory 4(2), Article 5, 2012
    # E( N9 ]9 I2 XSubjects: Computational Complexity (cs.CC); Numerical Analysis (math.NA)- m5 ]% n7 @" ^" ~+ |9 u
    & E& t  A5 \6 G, p% a' [, F, F
    [7]  arXiv:1305.0421 (cross-list from astro-ph.IM) [pdf, ps, other]A convergent blind deconvolution method for post-adaptive-optics astronomical imaging& z4 f+ G2 Z& Q. Q# X
    M. Prato, A. La Camera, S. Bonettini, M. Bertero
    + a. K9 h, A6 s9 Y7 b0 m$ dSubjects: Instrumentation and Methods for Astrophysics (astro-ph.IM); Numerical Analysis (math.NA)+ e8 I) s* }% W" Y: T

    5 P, [+ e8 q2 [1 fThu, 2 May 2013[8]  arXiv:1305.0258 [pdf, other]Inverting Non-Linear Dimensionality Reduction with Scale-Free Radial Basis Interpolation
    : M# v- v! C) k( H3 a! Z: DNathan D. Monnig, Bengt Fornberg, Francois G. Meyer
    * k  q, k: L+ Q9 CComments: Submitted to Applied and Computational Harmonic Analysis7 O: f" S- D8 `- z! D2 z
    Subjects: Numerical Analysis (math.NA); Numerical Analysis (cs.NA); Data Analysis, Statistics and Probability (physics.data-an); Machine Learning (stat.ML)$ Z$ J' ]6 M$ Y8 K. j
    : @; m; t4 J6 R  Y& x+ \
    [9]  arXiv:1305.0089 [pdf, other]Approximation Properties of a Gradient Recovery Operator Using a Biorthogonal System, i5 j! e: H4 x* }
    Bishnu P. Lamichhane, Adam McNeily
    ( `' Q& T& z7 r3 ^4 S. XSubjects: Numerical Analysis (math.NA)# o' T5 {" f7 C, b9 h

    7 X; x: U- v! R+ A3 ?, o0 r[10]  arXiv:1305.0030 [pdf, ps, other]A least-squares method for sparse low rank approximation of multivariate functions- b" p5 j1 y7 B' Z
    Mathilde Chevreuil, Régis Lebrun, Anthony Nouy, Prashant Rai
    & a# x  I* V% I* b" ]6 [Subjects: Numerical Analysis (math.NA); Machine Learning (stat.ML): ^, w# r- O/ e  ]* f

    , b8 F. E  |0 _. `6 ?. t/ j  nWed, 1 May 2013[11]  arXiv:1304.8066 [pdf, other]Computing the first eigenpair for problems with variable exponents3 T% x9 [, s4 x( B
    Marcello Bellomi, Marco Caliari, Marco Squassina# F% E+ [; r, q; R9 N
    Subjects: Numerical Analysis (math.NA); Analysis of PDEs (math.AP)5 N; O8 Y4 t% z3 H

    5 [- _$ Q' _" {' t5 K[12]  arXiv:1304.7810 [pdf, other]Discontinuities without discontinuity: The Weakly-enforced Slip Method* W# Z6 o. W+ c7 v$ x
    G.J. van Zwieten, E.H. van Brummelen, K.G. van der Zee, M.A. Gutiérrez, R.F. Hanssen" g+ c# i1 a$ j; k' t. i* _
    Comments: Submitted for publication in CMAME4 S. ?+ }; f& `- [
    Subjects: Numerical Analysis (math.NA)" O& E. c, R. B5 [6 f

    ! ^9 Q* p' v( F0 G  z[13]  arXiv:1304.7796 [pdf, other]Adaptive Near-Optimal Rank Tensor Approximation for High-Dimensional Operator Equations- l+ R3 |+ \+ S
    Markus Bachmayr (1), Wolfgang Dahmen (1 and 2) ((1) IGPM, RWTH Aachen, (2) AICES, RWTH Aachen)
    9 ^1 l3 Z5 C6 ZComments: 50 pages
    . h! Y) S$ k) w$ k, B7 D4 ?Subjects: Numerical Analysis (math.NA)
    & I8 O: V" b; n( A. ?3 X  w6 i
    6 p/ `' }* X5 g$ I$ n[14]  arXiv:1304.8126 (cross-list from cs.IT) [pdf, ps, other]Robust Spectral Compressed Sensing via Structured Matrix Completion
    + }3 M* l% i8 s( rYuxin Chen, Yuejie Chi
    1 Y+ w$ s& M8 Y! mComments: accepted in part at International Conference on Machine Learning (ICML), 2013# k" C, \8 q9 Q
    Subjects: Information Theory (cs.IT); Systems and Control (cs.SY); Numerical Analysis (math.NA); Machine Learning (stat.ML)
    0 h( c6 j' {# ~
    9 r1 B7 F" I* ]# N- h- {[15]  arXiv:1304.7932 (cross-list from math.CA) [pdf, ps, other]The near shift-invariance of the dual-tree complex wavelet transform revisited
    1 }) C3 v* B' C% f4 PAdriaan Barri, Ann Dooms, Peter Schelkens
    : W5 B4 h* v5 @8 CComments: 15 pages
    ; J. n1 @$ N, o) C2 }8 HJournal-ref: Journal of Mathematical Analysis and Applications, Volume 389, Issue 2, 15 May 2012, Pages 1303-1314, ISSN 0022-247X
    ' c* ~0 i; _/ Z9 e: TSubjects: Classical Analysis and ODEs (math.CA); Numerical Analysis (math.NA)
    . U7 P3 r8 P/ W" B4 Z6 ?, }. t+ P- O9 i& J
    Tue, 30 Apr 2013[16]  arXiv:1304.7712 [pdf, ps, other]Guaranteed and Sharp a Posteriori Error Estimates in Isogeometric Analysis
    / F# b. Z# v6 b3 \Stefan K. Kleiss, Satyendra K. Tomar
    + `% ?( F6 y9 y+ d( u" t) N4 ZComments: 22 pages, 10 figures, 14 tables
    , Q9 u# o  U, }2 d* z0 ySubjects: Numerical Analysis (math.NA)
    1 }1 R/ f2 ^! Q0 f' c) n+ @1 X) I/ J0 u2 s0 l, E! }
    [17]  arXiv:1304.7497 [pdf, other]Dispersive and dissipative errors in the DPG method with scaled norms for Helmholtz equation# g8 @1 f' d( B. d5 R8 E
    Jay Gopalakrishnan, Ignacio Muga, Nicole Olivares
    " G5 V- z; h' j$ P% N# MSubjects: Numerical Analysis (math.NA)+ [9 N* v& T. G
      A0 W: w. k3 c3 b& v
    [18]  arXiv:1304.7479 [pdf, ps, other]Augmenting the Immersed Boundary Method with Radial Basis Functions (RBFs) for the Modeling of Platelets in Hemodynamic Flows
    / m0 Q4 k  r* s9 o3 n3 _Varun Shankar, Grady B. Wright, Robert M. Kirby, Aaron L. Fogelson0 @+ O) r9 i2 ^0 t, D) M4 [
    Comments: 35 pages, 12 figures
    , e7 }8 b! n  }Subjects: Numerical Analysis (math.NA); Numerical Analysis (cs.NA)- v1 u5 ^. P# Z5 B) Y/ Q

    * N3 }3 @: K$ `+ W[19]  arXiv:1304.7443 [pdf, ps, other]Superconvergence Using Pointwise Interpolation in Convection-Diffusion Problems5 t3 a3 e9 |7 l! I  a
    Sebastian Franz+ Q1 H% k- q4 Y, n0 Q( y5 @0 N
    Comments: 19 pages
      l" J2 o( E# U- eSubjects: Numerical Analysis (math.NA)
    ( {3 r4 N0 Q( a9 R! E' j' t4 D, C
    ( D* Y" p( v/ J2 U7 n, z% A2 D[20]  arXiv:1304.7425 [pdf, ps, other]WSLD operators: A class of fourth order difference approximations for space Riemann-Liouville derivative+ i2 L' W" Z* S2 J0 \' f& h
    Minghua Chen, Weihua Deng
    ' J( _# d0 |4 K- L/ W/ LComments: 24 pages, 2 figures
    ( O8 o4 g8 p) T. v0 iSubjects: Numerical Analysis (math.NA)  a3 F" ?8 U8 @7 x+ f, n

    ) w0 M# a% ~1 K2 l" Y$ n1 x[21]  arXiv:1304.7694 (cross-list from math.OC) [pdf, ps, other]Convex risk minimization via proximal splitting methods
    7 v- W/ q6 E' r' _  I% w- x% A2 vRadu Ioan Bot, Christopher Hendrich
    9 m, A( c2 C. l9 yComments: 16 pages4 l9 x7 t& t& ^9 [- k
    Subjects: Optimization and Control (math.OC); Numerical Analysis (math.NA)
    - n2 a7 O4 A- `) L' y4 D
    # U1 R3 q) F/ X' x  `1 C( R! S
    # m7 F) w! M' q3 j; j+ b7 o/ T' F2 Q8 M; {# a  `. r
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