| 期刊論文1. | Haralick, R. M.、Sternberg, S. R.、Zhuang, X.(1987)。Image analysis using mathematical morphology。IEEE Transactions on Pattern Analysis and Machine Intelligence,9(4),532-550。 | 2. | Maragos, P.、Schsfer, R.(1987)。Morphological filters--Part II: their relations to median, order-statistics, and stack filters。IEEE Trans. Acoustics Speech Signal Processing,35,1170-1184。 | 3. | Maragos, P.、Ziff, R.(1990)。Threshold superposition in morphological image analysis systems。IEEE Trans. on Pattern Analysis and Machine Intelligence,12(5),498-504。 | 4. | Shih, F. Y.、Mitchell, O. R.(1989)。Threshold decomposition of gray-scale morphology into binary morphology。IEEE Trans. on Pattern Analysis and Machine Intelligence,11(1),31-42。 | 5. | Shih, F. Y.、King, C.、Pu, C. C.(1995)。Pipeline architecture for recursive morphological operations。IEEE Trans. on Image Processing,4(1),11-18。 | 6. | Shih, F. Y.、Pu, C. C.(1995)。Analysis of the properties of soft morphological filters using thresholding decomposition。IEEE Trans. on Signal Processing,43(2),539-544。 | 7. | Sternberg, S. R.(1986)。Grayscale morphology。Journal Computer Vision, Graphics, and Image Processing,35,333-355。 | 會議論文1. | Koskinen, L.、Astola, J.、Neuvo, Y.(1991)。Soft morphological filters。SPIE Symp. on Image Algebra and Morphological Image Processing,(會議日期: 1991/07)。San Diego, CA。262-270。 | 2. | Koskinen, L.、Astola, J.(1992)。Statistics properties of soft morphological filters。SPIE Symp. on Nonlinear Image Processing,(會議日期: 1992/02)。San Jose, CA。25-36。 | 3. | Shih, F. Y.、Pu, C. C.(1993)。Threshold decomposition of soft morphological filters。IEEE Conf. Computer Vision & Pattern Recog.,(會議日期: 1993/06)。New York City。672-673。 | 圖書1. | Serra, J. A.(1982)。Image Analysis and Mathematical Morphology。New York:London:Academic Press。 | 2. | Giardina, C. R.、Dougherty, E. R.(1988)。Morphological Methods in Image and Signal Processing。NJ:Prentice Hall。 | 3. | Serra, J.(1988)。Image Analysis and Mathematical Morphology。London:Academic Press。 | 4. | David, H. A.(1981)。Order Statistics。NY:John Wiley and Sons。 | |