Interval Estimates for the Mode of Intensity and Density Functions
學年 88
學期 1
發表日期 2000-12-08
作品名稱 Interval Estimates for the Mode of Intensity and Density Functions
作品名稱（其他語言）
著者 Futschik, Andreas; Huang, Wen-tao; 黃文濤
作品所屬單位 淡江大學數學學系
出版者 Taipei : Tamkang University
會議名稱 2000年國際數學與統計研討會暨第34屆中華民國數學會年會.. 慶祝淡江大學創校五十週年校慶 (2000 international conference on mathematics and statistics and 34th annual meeting of mathematical society of R.O.C. : commemorating the 50th anniversary of Tamkang University)
會議地點 臺北縣, 臺灣
摘要 We propose interval estimates for the point(s) of maximum of the intensity function of an inhomogeneous Poisson process. Possible applications include the identification of times when customer arrivals or accident occurrences are typically maximal. In particular we present an application where the goal has been to identify time periods of maximal ship arrival intensity at Keelung harbor. Asymptotic results c~ncerning the coverage probability are given under minimal smoothness assumptions and without assuming a unique point of global maximum. The proposed confidence sets may also be used in the context of mode estimation for probability densities. The finite sample performance is investigated in a small simulation study.
關鍵字
語言 en
收錄於
會議性質 國內
校內研討會地點 淡水校園
研討會時間 20001208~20001210
通訊作者
國別 TWN
公開徵稿 Y
出版型式 紙本
出處 2000年國際數學與統計研討會暨第34屆中華民國數學會年會：慶祝淡江大學創校五十週年校慶 (2000 international conference on mathematics and statistics and 34th annual meeting of mathematical society of R.O.C. : commemorating the 50th anniversary of Tamkang University), pp.31
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