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用马尔科夫链估计进界生长
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作者 哈里T.瓦伦丁 乔治M.弗尼瓦尔 巩文 《甘肃林业科技》 1990年第3期41-45,共5页
马尔科夫链除用于说明进界生长之外,还可用于说明生长、枯死和林木收获量,在此则用于估计树木的大小级分布。最小的或更大的立木分属于1至17大小级,特殊的0大小级作为潜在进界生长林木的归宿,也作为枯死和采伐林木的归处。进界生长量是... 马尔科夫链除用于说明进界生长之外,还可用于说明生长、枯死和林木收获量,在此则用于估计树木的大小级分布。最小的或更大的立木分属于1至17大小级,特殊的0大小级作为潜在进界生长林木的归宿,也作为枯死和采伐林木的归处。进界生长量是脱离0大小级进入较大级别的变化。相反,枯死和采伐表示脱离较大级别进入0大小级的变化。这里还对马尔科夫链的应用,包括稳态大小级分布的计算做了研究。 展开更多
关键词 概率 大小级分布 稳态分布 转移概率 收获分布
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Rank-size Distributions of Chinese Cities: Macro and Micro Patterns 被引量:1
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作者 LI Shujuan 《Chinese Geographical Science》 SCIE CSCD 2016年第5期577-588,共12页
A large number of studies have been conducted to find a better fit for city rank-size distributions in different countries. Many theoretical curves have been proposed, but no consensus has been reached. This study arg... A large number of studies have been conducted to find a better fit for city rank-size distributions in different countries. Many theoretical curves have been proposed, but no consensus has been reached. This study argues for the importance of examining city rank-size distribution across different city size scales. In addition to focusing on macro patterns, this study examines the micro patterns of city rank-size distributions in China. A moving window method is developed to detect rank-size distributions of cities in different sizes incrementally. The results show that micro patterns of the actual city rank-size distributions in China are much more complex than those suggested by the three theoretical distributions examined(Pareto, quadratic, and q-exponential distributions). City size distributions present persistent discontinuities. Large cities are more evenly distributed than small cities and than that predicted by Zipf′s law. In addition, the trend is becoming more pronounced over time. Medium-sized cities became evenly distributed first and then unevenly distributed thereafter. The rank-size distributions of small cities are relatively consistent. While the three theoretical distributions examined in this study all have the ability to detect the overall dynamics of city rank-size distributions, the actual macro distribution may be composed of a combination of the three theoretical distributions. 展开更多
关键词 Pareto's law city rank-size moving window China
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Preparation of Nano-sized Silica-alumina Support by Supersolubilizing Self-assembly Technique
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作者 Liu Yan Zhao Shanlin +3 位作者 Li Ping Jin Yingjie Zhang Xin Zhai Yuchun 《China Petroleum Processing & Petrochemical Technology》 SCIE CAS 2011年第1期32-37,共6页
Nano-sized silica-alumina particles were in-situ synthesized in supersolubilizing reverse micellae.Both the most probable pore diameters and the particle sizes were distributed in nano-scale SiO2-Al2O3 particulates.Th... Nano-sized silica-alumina particles were in-situ synthesized in supersolubilizing reverse micellae.Both the most probable pore diameters and the particle sizes were distributed in nano-scale SiO2-Al2O3 particulates.The influence of SiO2/Al2O3 mass ratio and the surfactant content on the particle size and morphology,pore structure,and acidity was characterized by the low temperature nitrogen adsorption/desorption (BET),SEM,TEM and NH3-TPD methods.The test results indicated that the most probable pore diameter of SiO2-Al2O3 nanoparticles was around 10 nm,the specific surface area was about 223-286 m2 /g,the pore volumes were about 0.48-0.63 cm 3 /g,and the particle sizes of porous SiO2-Al2O3 calcined at 550 ℃ were distributed always in the range between 10 nm to 50 nm.The calcined SiO2-Al2O3 nano-powders showed their acidity being stronger than the porous γ-Al2O3 support. 展开更多
关键词 supersolubility NANOPARTICLE SELF-ASSEMBLY porous silica-alumina
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