## Principles of numerical analysis |

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User Review - NielsenGW - LibraryThingBefore I earned a degree in library science, and before became a major in English literature, I wanted to be a mathematician. I was even decently proficient at it. Integrals, differentials, infinite ... Read full review

### Contents

Matrices and Linear Equations | 17 |

Nonlinear Equations and Systems | 86 |

The Proper Values and Vectors of a Matrix | 143 |

Copyright | |

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### Common terms and phrases

analytic applied approximation Bernoulli's method Chebyshev Chebyshev polynomials coefficients column vector complex computation consider converges defined derivatives determinant diagonal matrix differential digital number equal equivalent evaluated exceed expansion expressible factor follows formula function geometric given Hence Hermitian Hermitian matrix hy-i hy+l identity inequality integral interpolation polynomial interval inverse iteration least linear combination linearly independent Mathematics modulus Newton's method nomials non-null nonsingular null space null vector obtain operations orthogonal orthogonal matrix outer product particular points polynomial interpolation polynomial of degree positive definite possible principal vector proper values quadratic quantities quotient remainder replaced representation represents result round-off round-off errors row vector satisfies scalar sequence solution solving square sufficiently suppose symmetric matrix theorem tion unit lower triangular unitary matrix upper triangular vanishes variable whence write xi+i zero