csb1996-41-23-2127

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Reference Type	Journal (article/letter/editorial)
Title	W<sup><italic>l</italic>,<italic>p</italic></sup>(R<italic><sup>n</sup></italic>)(1<<italic>P</italic><+∞)函数的L<italic><sup>p</sup></italic>可微分性
Journal	Chinese Science Bulletin
Authors	刘, 尚平		Author
Year	1996 (December 1)	Volume	41
Issue	23
Publisher	Science China Press., Co. Ltd.
DOI	doi:10.1360/csb1996-41-23-2127Search in ResearchGate
	Generate Citation Formats
Mindat Ref. ID	7083721	Long-form Identifier	mindat:1:5:7083721:6
GUID	0
Full Reference	刘, 尚平 (1996) W<sup><italic>l</italic>,<italic>p</italic></sup>(R<italic><sup>n</sup></italic>)(1<<italic>P</italic><+∞)函数的L<italic><sup>p</sup></italic>可微分性. Chinese Science Bulletin, 41 (23). 2127-2132 doi:10.1360/csb1996-41-23-2127
Plain Text	刘, 尚平 (1996) W<sup><italic>l</italic>,<italic>p</italic></sup>(R<italic><sup>n</sup></italic>)(1<<italic>P</italic><+∞)函数的L<italic><sup>p</sup></italic>可微分性. Chinese Science Bulletin, 41 (23). 2127-2132 doi:10.1360/csb1996-41-23-2127
In	(1996, December) Chinese Science Bulletin Vol. 41 (23) Science China Press., Co. Ltd.

	李, 袁 (1996) 关于对角型不定方程Σ<sup><italic>n</italic></sup><sub><italic>i</italic>=1</sub> a<sub><italic>i</italic></sub>x<italic><sub>i</sub><sup>u</sup></italic>=0. Chinese Science Bulletin, 41 (3). 285 doi:10.1360/csb1996-41-3-285
	索, 光俭 (1981) 微分方程组ⅹ=a+∑a<sub><italic>ij</italic></sub>x<sup><italic>i</italic></sup>y~<sup><italic>j</italic></sup>,y=b+∑b<italic><sub>ij</sub>x<sup>i</sup>y<sup>j</sup></italic>至多存在两个极限环. Chinese Science Bulletin, 26 (24). 1479-1480 doi:10.1360/csb1981-26-24-1479
	沈, 有根 (1995) 时空拓扑为<italic>R</italic><sup>1</sup><italic>T<sup>d</sup></italic><italic>S</italic><sup>2</sup>的量子虫洞. Chinese Science Bulletin, 40 (6). 496 doi:10.1360/csb1995-40-6-496
	徐, 凡, 刘, 太奇, 孙, 宏枚, 沈, 琪, 黄, 丹 (2005) 自组装形成的稀土金属配位聚合物[Na(THF)<sub>2</sub>(<italic>μ</italic><sub>2</sub>-<italic>η</italic><sup>5</sup>Cp)(<italic>η</italic><sup>5</sup>, <italic>η</italic><sup>5</sup>, <italic>η</italic><sup>1</sup>-Cp<sub>3</sub>Yb)(THF)]<sub><italic>n</italic></sub>的合成及结构. Chinese Science Bulletin, 50 (10). 958-960 doi:10.1360/972004-544
	廖, 晓昕 (1982) 超越函数<italic>f<sub>n</sub></italic>(λ,e<sup>-λτ</sup>=Det(<italic>a<sub>ij</sub></italic>+<italic>b</italic><sub><italic>ij</italic></sub>e<sup>-λτ</sup>-δ<sub><italic>ij</italic></sub>λ)<sub>n×n</sub>零点全分布在复平面左半部的代数充分准则. Chinese Science Bulletin, 27 (10). 577-580 doi:10.1360/csb1982-27-10-577
	孙, 琦 (1996) 关于Σ<italic><sup>n</sup><sub>i</sub></italic><sub>=1</sub><italic>x<sub>i</sub></italic>/<italic>d<sub>i</sub></italic>)≡0(mod 1)的最小值. Chinese Science Bulletin, 41 (4). 296-299 doi:10.1360/csb1996-41-4-296
	HAN, Liang (2012) Measurement of the mixing angle sin<sup>2</sup><italic>θ</italic><sub>W</sub> using the forward-backward charge asymmetry in <italic>e</italic><sup>+</sup><italic>e</italic><sup>-</sup> events at the D0 experiment. SCIENTIA SINICA Physica, Mechanica & Astronomica, 42. 1226-1230 doi:10.1360/132012-762
	秦, 孟兆 (1982) 一类演化方程<italic>u<sub>t</sub></italic>=<italic>αu<sup>q</sup>u<sub>1</sub></italic>+<italic>au<sub>p</sub></italic>的差分格式. Chinese Science Bulletin, 27 (5). 261-263 doi:10.1360/csb1982-27-5-261
	YUAN, Yao, LIU, Ping, SUN, PeiPei, GAO, TingTing (2015) Palladium-catalyzed <italic>N</italic>-nitroso-directed <italic>ortho</italic> C(sp<sup>2</sup>)-H acyloxylation of <italic>N</italic>-alkyl-<italic>N</italic>-nitrosoarylamines. Chinese Science Bulletin, 60 (31). 2942-2948 doi:10.1360/n972015-00159
	*伍, 经元 (1977) e<sup>+</sup>e<sup>-</sup>碰撞中反常<italic>eμ</italic>与内含<italic>μ</italic>实验的分析. Chinese Science Bulletin, 22 (1). 27-30 doi:10.1360/csb1977-22-1-27*
	CAI, TianXin, SHEN, ZhongYan (2012) 超椭圆曲线<italic>y</italic><sup><italic>k</italic></sup> = <italic>x</italic>(<italic>x</italic> + 2<sup><italic>m</italic></sup>) 上的有理点. SCIENTIA SINICA Mathematica, 42 (6) 645-650 doi:10.1360/012012-40

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刘, 尚平 (1996) W<sup><italic>l</italic>,<italic>p</italic></sup>(R<italic><sup>n</sup></italic>)(1<<italic>P</italic><+∞)函数的L<italic><sup>p</sup></italic>可微分性. Chinese Science Bulletin, 41 (23). 2127-2132 doi:10.1360/csb1996-41-23-2127

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