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Some determinantal identities in a vector space, with applications

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What this work says

Outgoing claims: the papers this work cites, builds on, or argues with.

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The general Neville-Aitken-algorithm and some applications
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Vereinfachte Rekursionen zur Richardson-Extrapolation in Spezialf�llen
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Generalized neville type extrapolation schemes
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Lower estimates for the error of best uniform approximation
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Recursive interpolation, extrapolation and projection
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The Gradient Projection Method for Nonlinear Programming. Part I. Linear Constraints
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Elements of Numerical Analysis
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Computational Methods of Linear Algebra
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Computational Methods of Linear Algebra.
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Sequence Transformations and their Applications.

What points at this work

Incoming claims: where this work appears in other papers’ reference lists and arguments.

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Linear Algebra Issues
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Some vector sequence transformations with applications to systems of equations
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Recursive polynomial interpolation algorithm (RPIA)
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New algorithm for computing the Hermite interpolation polynomial
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The genesis and early developments of Aitken’s process, Shanks’ transformation, the ε–algorithm, and related fixed point methods
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A generalization of Sylvester's identity on determinants and some applications
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Three results in connection with inverse matrices
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Matrix recursive projection and interpolation algorithms
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Quelques inégalités sur les déterminants de gram d'une suite vectorielle de Krylov associée à une matrice orthogonale de Rp
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Convergence acceleration methods: The past decade
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On Wimp's vector sequence transformations
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LINEAR AND QUASILINEAR EXTRAPOLATION ALGORITHMS
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On the inverse of a special Schur complement
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Pseudo-Schur complements and their properties
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New vector sequence transformations
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Some Schur complement identities and applications to matrix extrapolation methods
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Matrix extrapolation algorithms
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Vector and matrix sequence transformations based on biorthogonality
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An algorithm for constructing a class of Padé approximants of vector functions
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Recursive interpolation algorithm: a formalism for solving systems of linear equations—I. Direct methods
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Block Projection Methods for Linear Systems
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Several representations of generalized inverse and their application
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Some properties of the recursive projection and interpolation algorithms
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