A. Davidoglou, Sur le nombre des racines communes plusieurs quations, Compt. Rend. hebd., 133 (1901), pp. 784786 & 860863. 26 Home/Search Document Not in Database Summary Related Articles Check |
This paper is cited in the following contexts:
On the Complexity of Isolating Real Roots and Computing with.. - Mourrain, al. (2002) (2 citations) (Correct)
....we are able to sort n numbers with the same cost if we consider them as roots of a univariate polynomial. We intend to present results in this direction in a future communication. The Kronecker Picard integral can be also applied for the determination of the total number of multiple roots [11, 19, 21, 55]. For the case of complex zeros the following theorem states that the total number of complex zeros can be obtained by the value of the topological degree without Picard s extension: Theorem 3.2 [68] Let D 2 . C be an open bounded region and let f: D 2 C be analytic. Suppose that f has no ....
A. Davidoglou, Sur le nombre des racines communes plusieurs quations, Compt. Rend. 133 (1901), 784--786, 860--863.
Isolation of Real Roots and Computation of the Topological Degree - Mourrain, al. (2001) (Correct)
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A. Davidoglou, Sur le nombre des racines communes plusieurs quations, Compt. Rend. hebd., 133 (1901), pp. 784786 & 860863. 26
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