On Gentle Perturbations I
On Gentle Perturbations I
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Then we maintain that (^. 5) 1|K^-K||- ^ -^, with !J30 ^ t' , i aox LlG3 3 J Ch f ?. L-B V "a M 'r fjl uoxi^q^ ;;xsn ^ ci^v ;uo"i .
i !
:. -r. -f 4. 4 22 second condition (i. E. The fact that ||K 11^ -. Remains bounded n u, h Independently of n) Is seen to be satisfied from the explicit formula for the Pejer sum: - 2 1 . 21 TT r TT sm -pnu sxD. -^ nv K.. (x, y) = -^ / / K(x+u, y+v) — r^ dudv n TT ^0^0 sin ^u sin ^v 1 r TT r TT C (x, y) = -^ / / K(x+u, y+v) Hence we deduce from Lemma 4. 1 the va...lidity of (4. 5). Clearly K (x, y) is of the form n (4. 6) K„(x, y) = J~ k^g sin kx sin i;y k= 171=1 In case the accessory space .
What to read after On Gentle Perturbations I?
You can find similar books in the "Read Also" column, or choose other free books by P a Rejto to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Then we maintain that (^. 5) 1|K^-K||- ^ -^, with !J30 ^ t' , i aox LlG3 3 J Ch f ?. L-B V "a M 'r fjl uoxi^q^ ;;xsn ^ ci^v ;uo"i .
i !
:. -r. -f 4. 4 22 second condition (i. E. The fact that ||K 11^ -. Remains bounded n u, h Independently of n) Is seen to be satisfied from the explicit formula for the Pejer sum: - 2 1 . 21 TT r TT sm -pnu sxD. -^ nv K.. (x, y) = -^ / / K(x+u, y+v) — r^ dudv n TT ^0^0 sin ^u sin ^v 1 r TT r TT C (x, y) = -^ / / K(x+u, y+v) Hence we deduce from Lemma 4. 1 the va...lidity of (4. 5). Clearly K (x, y) is of the form n (4. 6) K„(x, y) = J~ k^g sin kx sin i;y k= 171=1 In case the accessory space .
What to read after On Gentle Perturbations I?
You can find similar books in the "Read Also" column, or choose other free books by P a Rejto to read onlineMoreLess
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