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nr.h Header file for functions from NUmerical Recipes.
All this is done for functions from Lp(w), 1⩽p<∞, w∈Ap.
We obtain a decomposition for multivariable Schur-class functions on the unit polydisk which, to a certain extent, is analogous to Agler's decomposition for functions from the Schur Agler class.
for functions from.
It is important to note that the Grünwald-Letnikov fractional derivatives coincide with the Marchaud fractional derivatives (see Section 20.3 in [23]) for functions from the space (L_{r}(mathbb {R})), where 1≤r<∞ (see Theorem 20.4 in [23]).
The following two lemmas for functions from ℬ are the modifications of lemmas in [10] and provide the transversality (cf. Remark 2.3) which will be essential for operator constructions in Section 6.
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