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粉末回折ピーク形状の PearsonVII 関数によるモデル化
Mathematical structure of the Pearson VII function has been analyzed. It is shown that the Fourier transform of the Pearson VII function is proportional to the autocorrelation of the Gamma distribution probability density function, and any order of the cumulants of the Fourier transform are expressed by simple formulas. A convolution model based on Person VII function has been examined. It is possible to derive a Pearson VII model for the convolution of the Lorentzian function with the autocorrelation of the Gamma distribution probability function, but the super-Lorentzian profile could not be well reproduced, when the shape parameter is determined by the kurtosis of the Fourier transform. It is suggested that lower order cumulants of the Fourier transform should be treated with more importance.Possible extension of the Pearson VII function is also discussed.application/pdfdepartmental bulletin pape
The Development of Japanese-Uyghur Statistical Machine Translation System with Morphological Information
名古屋工業大学博士(工学)Doctor of Engineering主査:山本 いずみdoctoral thesi
建築物の言語描写の擬態語表現における即物と具体の様相からみる建築の感性的思考
名古屋工業大学博士(学術)Doctor of Philosophy主査:北川 啓介doctoral thesi
高性能熱脱着・熱分解ガスクロマトグラフィー/質量分析法による高分子材料のキャラクタリゼーションと触媒反応解析への展開
名古屋工業大学博士(工学)Doctor of Engineering主査:大谷 肇doctoral thesi
Role of polyethylene glycol addition on the improvement of P3HT:PCBM organic solar cells
journal articl
Urban Renewal and Tourism Promotion: Case Study of Bordeaux, France (3)
departmental bulletin pape