Search Results - "Haber, Seymour"

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  1. 1

    Two Formulas for Numerical Indefinite Integration by Haber, Seymour

    Published in Mathematics of computation (01-01-1993)
    “…We derive two formulas for approximating the indefinite integral over a finite interval. The approximation error is $O(c^{-c\sqrt m})$ uniformly, where m is…”
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    Numerical indefinite integration of functions with singularities by Jang, Aeyoung Park, Haber, Seymour

    Published in Mathematics of computation (01-01-2001)
    “…We derive an indefinite quadrature formula, based on a theorem of Ganelius, for H^p functions, for p>1, over the interval (-1,1). The main factor in the error…”
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    Parameters for integrating periodic functions of several variables by Haber, Seymour

    Published in Mathematics of computation (01-07-1983)
    “…A number-theoretical method for numerical integration of periodic functions of several variables was developed some years ago. This paper presents lists of…”
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    AN ELEMENTARY INEQUALITY by Haber, Seymour

    “…An elementary inequality is proved in this note…”
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    The axiom of choice and calculus revision: A dialogue by Haber, Seymour

    Published in The Mathematical intelligencer (01-03-1991)
    “…An imaginary conversation between two mathematicians on the subject of the axiom of choice and mathematical theory is offered…”
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    Personal Scientific Computers by Haber, Seymour

    “…This paper discusses the sorts of small, low-priced computers that are now available for scientific work, and that are expected to become available during this…”
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    Adaptive Integration and Improper Integrals by Haber, Seymour

    Published in Mathematics of computation (1975)
    “…Let $R$ be the class of all functions that are properly Riemann-integrable on $\lbrack 0, 1 \rbrack$, and let $IR$ be the class of all functions that are…”
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    Stochastic Quadrature Formulas by Haber, Seymour

    Published in Mathematics of computation (1969)
    “…A class of formulas for the numerical evaluation of multiple integrals is described, which combines features of the Monte-Carlo and the classical methods. For…”
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    Corrigenda by Haber, Seymour

    Published in Mathematics of computation (01-01-1970)
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    The Tanh Rule for Numerical Integration by Haber, Seymour

    Published in SIAM journal on numerical analysis (01-09-1977)
    “…The tanh rule for numerical integration is analyzed in the context of the Hardy space H2. The optimal parameter choice is determined, and it is shown that the…”
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    Numerical Evaluation of Multiple Integrals by Haber, Seymour

    Published in SIAM review (01-10-1970)
    “…This paper is an expository survey of the main methods that have been developed for numerical evaluation of multiple integrals. Among the approaches discussed…”
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