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- BMO函數的一個(gè)特征On Character of BMO Functions
- BMO函數的富里埃級數Fourier Series for the Class of BMO Functions
- 在有界集上的有界函數的一個(gè)特征A Characteristic Property of the Bounded Function defined on a Bounded Set
- Carleson測度與BMO函數的導數Carleson measure and the derivations of functions in BMO
- 伴隨BMO函數的交換子在Herz型Hardy空間上的加權有界性Weighted Boundedness of Commutators with BMO Functionon Herz Type Hardy Spaces
- 賦予用戶(hù)或程序的一個(gè)特征，用以確定用戶(hù)或程序能夠實(shí)行何種操作。A characteristic assigned to a user or program that determines what operations that user or program can perform.
- 六月和七月陰雨天氣是我們這兒天氣的一個(gè)特征。Wet weather is a feature of life here in June and July.
- BMO函數BMO
- 函數的一個(gè)4次加權均值On the Distribution of the 4-th Weighted Mean of Dirichlet L-Functions
- 加權的BMO函數與交換子WEIGHTED BMO AND COMMUTATORS
- 深層睡眠的一個(gè)特征，是眼的迅速跳動(dòng)（REM）很難識別。Rapid Eye Movement (REM), a characteristic of deep sleep, is hard to discern.
- Carleson測度與BMO函數Carleson Measures and BMO Functions
- 代數體函數的一個(gè)基本不等式A Fundamental Inequality on Algebroid Functions
- 莫里哀寫(xiě)道：“未學(xué)而通曉，是偉大藝術(shù)家的一個(gè)特征?！?/a>"To know all,without having learned it,is one of the characteristics of great artists," wrote Moliere.
- 廣泛地應用GTO基函數的一個(gè)方法是簡(jiǎn)縮高斯函數集。A device widely used with GTO basis functions is that of a contracted Gaussian set.
- 得到了一類(lèi)線(xiàn)性 (或次線(xiàn)性 )算子與 BMO函數構成的交換子在 Herz型空間上的有界性估In this paper we prove that the commatators generated by BMO function and some linear (or sublinear) operators are houndedness on Herz spaces
- 關(guān)于絕對恒樹(shù)常生成函數的一個(gè)簡(jiǎn)短證明A Short Proof of Generating Function of Absolute Tree
- Calder?n-Zygmuncl奇異積分算子與加權BMO函數構成的交換子在Herz空間上的有界性(英文)Commutators of Calder?n-Zygmund Operator on Weighted Herz Spaces
- 計劃變更、終止,和趨勢發(fā)展是有效的項目組合決策制定的一個(gè)特征。Initiative change, termination, and direction evolution are one characteristic of effective portfolio decision making.
- 本文研究了由齊性分數次積分和BMO函數生成的高階交換子在某些Hardy空間、弱Hardy空間和Herz型Hardy空間上的連續性.In this paper, the authors study the continuity properties of higher order commutators generated by the homogeneous fractional integral and BMO functions on certain Hardy spaces, weak Hardy spaces and Herz-type Hardy spaces.
