Theory of equations / by J. V. Uspensky.
Editor: New York : McGraw-Hill, 1948Descripción: vii, 353 p. ; cmOtra clasificación: 11-XXchapter i. Complex Numbers [1] n. Polynomials in One Variable [35] m. Algebraic Equations and Their Roots [50] nr. Limits of Roots. Rational Roots [70] v. Cubic and Biquadratic Equations [82] vi. Separation of Roots [99] vn. The Theorem of Sturm [138] vm. Approximate Evaluation of Roots [151] ix. Determinants and Matrices [181] x. Solution of Linear Equations by Determinants. Some Applications of Determinants to Geometry [231] xi. Symmetric Functions [257] xn. Elimination [277] appendix 1. The Fundamental Theorem of Algebra [293] n. On the Theorem of Vincent [298] m. On Equations Whose Roots Have Negative Real Part [304] nr. Iterative Solution of the Frequency Equation [310] v. Graeffe’s Method [318]
Item type | Home library | Shelving location | Call number | Materials specified | Status | Date due | Barcode | Course reserves |
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Instituto de Matemática, CONICET-UNS | Libros ordenados por tema | 11 Us86e (Browse shelf) | Available | A-152 |
La biblioteca posee también una versión en español: A-8166. AR-BbIMB
chapter i. Complex Numbers [1] --
n. Polynomials in One Variable [35] --
m. Algebraic Equations and Their Roots [50] --
nr. Limits of Roots. Rational Roots [70] --
v. Cubic and Biquadratic Equations [82] --
vi. Separation of Roots [99] --
vn. The Theorem of Sturm [138] --
vm. Approximate Evaluation of Roots [151] --
ix. Determinants and Matrices [181] --
x. Solution of Linear Equations by Determinants. Some Applications of Determinants to Geometry [231] --
xi. Symmetric Functions [257] --
xn. Elimination [277] --
appendix 1. The Fundamental Theorem of Algebra [293] --
n. On the Theorem of Vincent [298] --
m. On Equations Whose Roots Have Negative Real Part [304] --
nr. Iterative Solution of the Frequency Equation [310] --
v. Graeffe’s Method [318] --
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