recursion relation

recursion relation

[ri′kər·zhən ri‚lā·shən]
(mathematics)
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D] for the Drude pole obeys the following recursion relation
p](t) has the form similar to the real-valued time-domain susceptibility function for the case of Lorentzian media and does not lead to a simple recursion relation for [[chi].
Using the definition, we immediately obtain that the Clifford-Gegenbauer polynomials on B(1) satisfy the following recursion relation
We show how they can be described by n x n matrices with polynomial entries and use this description to derive a recursion relation for the iterations of the CA.
We will deduce informally the basic structure of the spacetime diagrams from a simple recursion relation for the [2.
His topics include the development of polynomial extrapolation methods, the convergence study of extrapolation methods, recursion relations for vector extrapolation, methods, Kyrlov subspace methods for linear systems and eigenvalue problems, rational approximations from vector-valued power series, and vector-valued rational interpolation methods.
From the recursion relations in (20), the first few results can be obtained as follows:
Solutions of equation (1) [8] are subordinated to the recursion relations
Ghosh develops the theory of skew-orthogonal polynomials and obtains recursion relations which (unlike orthogonal polynomials) depend on weight functions.
We shall derive the recursion relations for the numbers of connected spanning subgraphs on the Sierpinski gasket with dimension equal to two, three and four, and determine the asymptotic growth constants.
Having thus found the final values of [mu], a, V and V", the earlier values of these quantities may be obtained from the recursion relations (4)-(6).
Keywords: Spanning forests, Sierpinski gasket, recursion relations, asymptotic growth constant