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On the product of functions in H 1 and BMO

On the product of functions in H 1 and BMO. Aline Bonami, Tadeusz Iwaniec, Peter Jones, Michel Zinsmeister. The space BMO:. The Hardy space H 1. Fefferman-Stein: BMO is the dual of H 1. But this duality is not like L p -L q. i.e. bh need not be integrable if b is in BMO and h is in H 1.

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395 views • 25 slides

On the product of functions in H 1 and BMO

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270 views • 25 slides

bmo-miR-1

bmo-miR-1. bmo-miR-306. bmo-miR-8. bmo-miR-276a. bmo-miR-923. bmo-miR-263a. bmo-miR-274b. bmo-let-7a. bmo-let-7j. bmo-miR-184. bmo-miR-7. bmo-miR-9. bmo-miR-283. bmo-miR-9b. bmo-miR-282. bmo-bantam. bmo-miR-12. bmo-miR-308. bmo-miR-100. bmo-miR-10b. Additional file 2.

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144 views • 1 slides

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