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Integration for engineers and scientists

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American Elsevier Pub. Co., 1970 - 302 pages

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Table des matières

CHAPTER
1
Analytic Evaluation of Indefinite Integrals
39
CHAPTER 4
122
Droits d'auteur

4 autres sections non affichées

Autres éditions - Tout afficher

Integration for engineers and scientists
Integration for engineers and scientists
William Squire
Affichage d'extraits - 1970

Expressions et termes fréquents

accuracy algebraic functions analogous analytical application approximation calculation chapter Chebyshev coefficients consider convergence definite integrals derivatives determined developed differential equation eigenvalues elementary function error evaluate the integral exact for polynomials example Exercises 1 Show expression finite Fredholm equations Gaussian formula Gaussian quadrature gives indefinite Integral Equations integrand interpolation interpolatory involves kernel Kronrod Lanczos Laplace transforms LIMIT OF INTEGRAL linear equations Math Mathematical methods for evaluating multiple integrals Newton-Cotes Newton-Cotes formulas Numerical Integration numerical solution obtained Order orthogonal polynomials parameter partial differential polynomial of degree possible presented problem procedure product integration quadrature formulas quadrature rules range of integration rational functions relation Riemann integral roots roundoff shown simple Simpson's Simpson's rule singularity solving SUBROUTINE symmetry Table theorem theory transcendental functions trapezoid rule Univ University vanishes variable Volterra equations weight function weights and nodes York

Informations bibliographiques

QR code for Integration for engineers and scientists
TitreIntegration for engineers and scientists
Modern analytic and computational methods in science and mathematics
AuteurWilliam Squire
Éditionillustrée
ÉditeurAmerican Elsevier Pub. Co., 1970
Original provenant del'Université du Michigan
Numérisé4 févr. 2010
Longueur302 pages
  
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