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Converging factors for some asymptotic moment series that arise in numerical quadrature
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- Journal of the Australian Mathematical Society. Series B. Applied Mathematics / Volume 24 / Issue 2 / October 1982
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- 17 February 2009, pp. 223-233
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C - The Gamma Function
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4 - GREP: Further Generalization of the Richardson Extrapolation Process
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20 - The Wynn ρ- and Brezinski θ-Algorithms
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11 - Reduction of the D-Transformation for Oscillatory Infinite-Range Integrals: The D̅-, D̃-, W-, and mW-Transformations
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E - The Riemann Zeta Function and the Generalized Zeta Function
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25 - Further Applications of Extrapolation Methods and Sequence Transformations
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A - Review of Basic Asymptotics
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Frontmatter
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23 - Confluent Transformations
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5 - The D-Transformation: A GREP for Infinite-Range Integrals
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B - The Laplace Transform and Watson's Lemma
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II - Sequence Transformations
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Bibliography
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8 - Analytic Study of GREP(1): Slowly Varying A(y) ∊ F(1)
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22 - The Transformations of Overholt and Wimp
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I - FORTRAN 77 Program for the d(m)-Transformation
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Contents
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I - The Richardson Extrapolation Process and Its Generalizations
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21 - The G-Transformation and Its Generalizations
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