Univariate continuous distributions with skewness; a brief survey

سال انتشار: 1385
نوع سند: مقاله کنفرانسی
زبان: انگلیسی
مشاهده: 1,270

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شناسه ملی سند علمی:

ISC08_011

تاریخ نمایه سازی: 26 دی 1388

چکیده مقاله:

Skew-normal distributions have attracted the attention of many researchers since Azzalini formally introduced this family in 1985. This brief survey is intended to provide the reader with the basic underlying concepts related to the univariate continuous symmetric families and their associated skewed families of which skew-normal is a special class. This in turn will enhance the domain of applicability of the more general skewed distributions than merely skew-normal. Some related characterization results will also be mentioned.

نویسندگان

G.H. Hamedani (Invited)

Department of Mathematics Statistics and Computer Science Marquette University Milwaukee, Wisconsin

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  • Burdick (1972) proved tbat if X and Y are also ...
  • One lirittion of the SSN _ pointed ou by Azzaلiri ...
  • is a pdf for aلl reaل A. The pdf f ...
  • Repark 3.2 A charac terization of the SSN distributious has ...
  • for tbe _ of Propcsition 4.1. Conjecure: If _ _ ...
  • mixed uodels. iaearا Arellapo-Valle, R. B., Bolfarire, H. _ Lachos, ...
  • Azzalini, A. _ Capitario, A. (1999). Statisticaل applications of the ...
  • Chiogna, M. (1998). Some results o. _ skev-rortaل distribution. J. ...
  • Bill, M. A. _ Dixon, W. J. (1989). Robustpess j ...
  • Feuerverger, A. & Steele, J. M. (1985). On a cbaracterizatio ...
  • Loper6do, N. (2003b). Iategrated likelihood ipference for sbape _ of ...
  • McDopaلd, J. B. (1984). Some geperalized hunctions for size distribution ...
  • Vida&ovic, B. (1995). Efciency of libear Bayes rules for a ...
  • Azzalini (1985) started bis intrcductiod of the one-perametr skew-notmal distributions, ...
  • 'There _ some simple but relevent properties of the pdf ...
  • I4 _ pointed out by Azzalini (1986) 4bat 4be representatio5s ...
  • where u _ _ _ Box (1953), Tumer (1960) _ ...
  • (g ; u) aad of و were considered in Azzali»i ...
  • Fbr a more detailed trestment of (2.7) with G being ...
  • A good number of properties of SsGN are givep in ...
  • aid 4 satisfy و Hamedani and Volkmer (2006) considered _ ...
  • APPEND A. Sobe basic properties of ssN (8) (Azzalini (1986)). ...
  • is _ fuaction of z. (z;8)ه D. The density _ ...
  • Arellano-Vae, R. B., _ S., BolUaria, H. & Lachos, V. ...
  • Arpold, B. C., Beaver, R. J., Groepeveld, R A. _ ...
  • _ (1985). A class of distributios wbich includee the _ ...
  • Azzdini, A. (2001). A note on regious of give probability ...
  • Azzadini, A. c Capitanio, A. (2003). Distributions geperated by perturbation ...
  • Birnbaum, Z. W. (1950). Efect of linear truncation _ a ...
  • Brarco, M. D. & Dey, D. k. (201). A genera ...
  • Chiogaa, M. (1997). Notes on estijaation prolems with scalar _ ...
  • Farg, B. Q. (2003). The sker ellptical distributions and 4beir ...
  • Genton, M. G., Be, L. & Liu, X. (2001). Moments ...
  • Gilks, W. R. & Wid, P. (1992). Adaptive rejection ampling ...
  • Gon _ 1 G., Domin guez-Moi _ J. A. & ...
  • Guadtierotti, A. (2QA). A faaiy of (skew-norma) stocbastic processe that ...
  • Gupta, A. K. & Huapg, W. -J. (2002). Quadratic forms ...
  • Herze, N. (1986). A probabilistic repreentatiop of the 'skew-norma! distribution. ...
  • Neso, L. S. (1984). Tbe sum of values from a ...
  • o'Bagan, A. & Leonerd, T. (1976). Bayes estimation subject _ ...
  • Preratice, R. L. (1975). Discriuipatioh _ parametric models. Biouetriea 82, ...
  • normal _ a truacated normal distribution. ه Weipsteip, M. A. ...
  • نمایش کامل مراجع