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1980, International series of numerical mathematics, ISBN 3764311002, Volume 50, 250 p. --
Book
1994, Series on advances in mathematics for applied sciences, ISBN 9789810214142, Volume 14., xiv, 236
Book
1996, Grundlehren der mathematischen Wissenschaften, ISBN 9780387570280, Volume 304, xi, 649
Book
1966, International series in pure and applied mathematics, xii, 259 p. illus.
Book
1997, Studies in computational mathematics, ISBN 0444828729, Volume 6, 465
Evolving from an elementary discussion, this book develops the Euclidean algorithm to a very powerful tool to deal with general continued fractions, non-normal... 
Padé approximant | Euclidean algorithm | Algebras, Linear | Orthogonal polynomials | Pade approximant
eBook
1994, Lecture notes in mathematics, ISBN 038757705X, Volume 1569, vi, 114
Book
1991, Translations of mathematical monographs, ISBN 9780821845455, Volume 92, viii, 221
Book
SIAM Review, ISSN 0036-1445, 3/2013, Volume 55, Issue 1, pp. 101 - 117
Padé approximation is considered from the point of view of robust methods of numerical linear algebra, in particular, the singular value decomposition. This... 
RESEARCH SPOTLIGHTS | SVD | Nuttall-Pommerenke theorem | Padé approximation | Regularization | Froissart doublet | MATHEMATICS, APPLIED | Pade approximation | regularization | IMPLEMENTATION | CONVERGENCE | NOISE | LEAST-SQUARES | Usage | Analysis | Machine learning | Theorems (Mathematics) | Approximation theory | Research | Algebras, Linear | Methods
Journal Article
1987, Operator theory, advances and applications, ISBN 9780817619404, Volume 27, x, 274
Book
1977, Computer science and applied mathematics., ISBN 9780124599406, xiii, 284
Book
Rheologica Acta, ISSN 0035-4511, 1/2015, Volume 54, Issue 1, pp. 29 - 39
Journal Article
Journal of Computational and Applied Mathematics, ISSN 0377-0427, 06/2016, Volume 299, pp. 221 - 228
Journal Article
1975, ISBN 9780124599505, xvii, 568 p-
Book
Powder Technology, ISSN 0032-5910, 07/2015, Volume 278, pp. 248 - 256
The settling behavior of solid particles is of fundamental importance in natural and artificial applications. In this paper, the unsteady motion of a... 
Solid non-spherical particle | Acceleration and unsteady motion | Differential transformation method (DTM) | Padé approximant | Sedimentation | Drag coefficient | ACCELERATION MOTION | HEAT-TRANSFER | FLUID-FLOW | EQUATIONS | SPHERICAL-PARTICLE | Pade approximant | ENGINEERING, CHEMICAL | NANOFLUID FLOW | TRANSPORT | DRAG | CHANNEL | SETTLING VELOCITY
Journal Article
Linear Algebra and Its Applications, ISSN 0024-3795, 07/2018, Volume 548, pp. 95 - 122
A representation of the Padé approximation of the -transform of a signal as a resolvent of a tridiagonal matrix is given. Several formulas for the poles, zeros... 
Poles | Residues | Forward error | Backward error | White noise | Nonsymmetric tridiagonal matrix | Padé approximation | MATHEMATICS | MATHEMATICS, APPLIED | Pade approximation | HANKEL | TRANSFORM
Journal Article
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