5. Vector ∆2 Aitken kernel, projection free
The kernel of the Shanks vector transformation order is the set of vector sequences that are transformed into constant
sequences. A sufficient condition in the form of a difference equation
that a vector sequence must satisfy to belong to the kernel of the
vector ε-algorithm has been shown in . At
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Vector ∆2 Aitken kernel, projection free
Bibliography
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(1) - SHANKS (D.) - Non linear transformations of divergent and slowly convergent sequences. - J. Math. Phys., 34 : 1–42 (1955).
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(2) - AITKEN (A.C.) - On Bernoulli's numerical solution of algebraic equations. - Proc. R. Soc. Edinb., 46 : 289–305 (1925-1926).
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