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Hypergeometric continuation of divergent perturbation series: II. Comparison with Shanks transformation and Padé approximation

机译：HymeGeometric继续发作扰动系列：II。与柄变换和Padé近似的比较

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Sören Sanders; Martin Holthaus;
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1. Hypergeometric continuation of divergent perturbation series: II. Comparison with Shanks transformation and Pade approximation [J] . Sanders Soeren, Holthaus Martin Journal of physics, A. Mathematical and theoretical . 2017,第46期

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2. Type II Hermite-Padé Approximations of Generalized Hypergeometric Series [J] . Matala-aho T. Constructive approximation: An international journal for approximations and expansions . 2011,第3期

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3. Type II Hermite–Padé Approximations of Generalized Hypergeometric Series [J] . Tapani Matala-aho Constructive Approximation . 2011,第3期

机译：广义超几何级数的II型Hermite–Padé逼近
4. Electromagnetic scattering beyond the weak regime: Solving the problem of divergent Born perturbation series by Pade approximants [C] . Thomas van der Sijs, Omar El Gawhary, Paul Urbach EOS Annual Meeting . 2020

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5. Convergence Acceleration in Scattering Series and Seismic Waveform Inversion Using Nonlinear Shanks Transformation [D] . Eftekhar, Roya. 2018

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6. Comparison of in-brace correction between a (TLSO) using a floating pad with adjustable straps and a standard anterior open TLSO with no window openings for the treatment of congenital and infantile scoliosis: a case series [O] . David Speers, Katie Fisher 2013

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7. Hypergeometric analytic continuation of the strong-coupling perturbation series for the 2d Bose-Hubbard model [O] . Sören Sanders, Christoph Heinisch, Martin Holthaus 2015

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8. The Accuracy of a Modified Peizer Approximation to the Hypergeometric Distribution, with Comparisons to some Other Approximations [R] . Ling, R. F., Pratt, J. W. 1980

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Hypergeometric continuation of divergent perturbation series: II. Comparison with Shanks transformation and Padé approximation

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