BMO SPACES ASSOCIATED TO GENERALIZED PARABOLIC SECTIONS

BMO SPACES ASSOCIATED TO GENERALIZED PARABOLIC SECTIONS

Parabolic sections were introduced by Huang[1]to study the parabolic Monge Ampere equation. In this note, we introduce the generalized parabolic sections P and define BMO^qp spaces related to these sections. We then establish the John-Nirenberg type inequality and verify that all BMO^qp are equivale...

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Veröffentlicht in:Analysis in theory & applications 2011, Vol.27 (1), p.1-9
Hauptverfasser: Qu, Meng, Wu, Xinfeng
Format: Artikel
Sprache:eng
Schlagworte:
Analysis
Approximations and Expansions
BMO空间
Mathematics
rg型
不等式
广义
截面
抛物型
管理条例
蒙特利尔
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creator Qu, Meng
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description Parabolic sections were introduced by Huang[1]to study the parabolic Monge Ampere equation. In this note, we introduce the generalized parabolic sections P and define BMO^qp spaces related to these sections. We then establish the John-Nirenberg type inequality and verify that all BMO^qp are equivalent for q ≥ 1.
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subjects Analysis
Approximations and Expansions
BMO空间
Mathematics
rg型
不等式
广义
截面
抛物型
管理条例
蒙特利尔
title BMO SPACES ASSOCIATED TO GENERALIZED PARABOLIC SECTIONS
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