Vincent's method

A.G. Akritas and S.D. Danielopoulos, An unknown theorem for the isolation of the roots of polynomials, Ganita Bharati 2 (1980) 41--49.

A.G. Akritas and G.E. Collins, Polynomial real root isolation using Descartes' rule of signs, in: R.D. Jenks, Ed., Proc. 1976 ACM Symp. on Symbolic and Algebraic Computation, Yorktown Heights, NY (Assoc. Comput. Machinery, New York, 1976) 272--275.

A.G. Akritas, On the Budan--Fourier controversy, ACM SIGSAM Bull. 15 (1981) 8--10.

A.G. Akritas, Exact algorithms for polynomial real root approximation using continued fractions, Computing 30 (1983) 63--76.

A.G. Akritas, Vincent's forgotten theorem, its extension and application, Comput. Math. Appl. 7 (1981) 309--317.

A.G. Akritas, The fastest exact algorithms for the isolation of the real roots of a polynomial equation, Computing 24 (1980) 299--313.

A.G. Akritas, An implementation of Vincent's theorem, Numer. Math. 36 (1980) 53--62.

A.G. Akritas and S.D. Danielopoulos, On the forgotten theorem of Mr. Vincent, Historia Math. 5 (1978) 427--435.

D. Dobbs and R. Hanks, A modern course on the theory of equations (Polygonal Publishers., 2nd ed., 1992).

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J.L. Lagrange, Additions au mémoire sur la résolution des équations numériques, in: Oeuvres, Vol. 2 (Gauthier-Villars, Paris, 1868) 581--652.

E.K. Lloyd, On the forgotten Mr. Vincent, Historia Math. 6 (1979) 448--450.

D. Rosen and J. Shallit, A continued fraction algorithm for approximating all real polynomials roots, Math. Mag. 51 (1978) 112--116.

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I. Todhunter, Theory of Equations (Macmillan, London, 1882).

M. Vincent, Addition à une précédente note relative à la résolution des équations numériques, J. Math. Pures Appl. Ser. 1 3 (1838) 235--243.

M. Vincent, Sur la résolution des équations numeriques, J. Math. Pures Appl. 1 (1836) 341--372.