共 50 条
- [21] A GRAPH THEORETICAL RECURRENCE FORMULA FOR COMPUTING THE CHARACTERISTIC POLYNOMIAL OF MATRIX[J]. UTILITAS MATHEMATICA, 1990, 38 : 165 - 174YE, XM
- [22] AN ASYMPTOTICALLY SUPERIOR ALGORITHM FOR COMPUTING THE CHARACTERISTIC POLYNOMIAL OF A TRIDIAGONAL MATRIX[J]. PROCEEDINGS OF THE IEEE, 1988, 76 (10) : 1393 - 1394KRISHNA, H
- [23] Computing the determinant, adjoining matrix, characteristic polynomial without division[J]. Kibernetika i Sistemnyj Analiz, 2002, (05): : 18 - 43Sejfullin, T.R.
- [24] Periodic characteristic ratio (PCR) method: An alternative method to determine the characteristic polynomial[J]. MATHEMATICS AND COMPUTERS IN SIMULATION, 2010, 80 (09) : 1841 - 1853Tavazoei, Mohammad SalehHaeri, Mohammad
- [25] The Polynomial Method in Quantum and Classical Computing[J]. PROCEEDINGS OF THE 49TH ANNUAL IEEE SYMPOSIUM ON FOUNDATIONS OF COMPUTER SCIENCE, 2008, : 3 - 3Aaronson, Scott
- [26] An Improved Method for Computing Dixon Polynomial[J]. PROCEEDINGS OF THE 9TH INTERNATIONAL CONFERENCE FOR YOUNG COMPUTER SCIENTISTS, VOLS 1-5, 2008, : 19 - +Li, YaohuiFeng, YongXue, Jiwei
- [27] Method of Characteristic for Functional Equations in Polynomial Form[J]. Acta Mathematica Sinica,English Series, 1997, (03) : 421 - 432Janusz Matkowski (Department of Mathematics
- [28] Method of characteristic for functional equations in polynomial form[J]. Acta Mathematica Sinica, 1997, 13 (3) : 421 - 432Janusz MatkowskiZhang Weinian
- [29] COMPUTING THE CHARACTERISTIC POLYNOMIAL OF A MATRIX AND ITS PARALLEL ARITHMETIC COMPLEXITY.[J]. Industrial Mathematics, 1985, 35 (pt 1): : 25 - 35Datta, Karabi
- [30] The Berkowitz algorithm, Maple and computing the characteristic polynomial in an arbitrary commutative ring[J]. MAPLETECH, 1997, 4 (03): : 21 - 32Abdeljaoued, J