Publications 1991

Journal Papers

1. J. M. Beaumont. Image data compression using fractal techniques. British Telecom Technol. Journal, 9(4):93-109, 1991. (more)
2. K.-M. Cheung, M. Shahshahani. A comparison of the fractal and JPEG algorithms. TDA Progress Report, 42(107):21-26, 1991. (more)
3. N. Zhang, H. Yan. Hybrid image compression method based on fractal geometry. Electronics Letters, 27(5):406-408, 1991. (more)

Book Chapters

1. E. R. Vrscay. Iterated function systems: Theory, applications, and the inverse problem. In Fractal Geometry and Analysis, J. Belair, S. Dubuc (eds.), Kluwer Academic, 1991. (more)
2. E. R. Vrscay. Moment and collage methods for the inverse problem of fractal construction with iterated function systems. In Fractals in the Fundamental and Applied Sciences, H.-O. Peitgen, J. M. Henriques, L. Peneda (eds.), North-Holland, Amsterdam, 1991. (more)

Conference Papers

1. M. Ali, T. G. Clarkson. Fractal image compression. In Proc. 1st Seminar on Information Technology and its Applications (ITA'91), Markfield Conf. Centre, Leicester, U.K, 1991. (more)
2. K. Culik, S. Dube. Using fractal geometry for image compression. In Proceedings DCC'91 Data Compression Conference, J. A. Storer, M. Cohn (eds.), 1991. (more)
3. M. H. Hayes, G. Vines, D. S. Mazel. Using fractals to model one-dimensional signals. In Proceedings of the Thirteenth GRETSI Symposium, Pages 197-200, 1991. (more)
4. H. Kaouri. Fractal coding of still images. In IEE 6th International Conference on Digital Processing of Signals in Communications, Pages 235-239, 1991. (more)
5. D. S. Mazel, M. H. Hayes. Hidden-variable fractal interpolation of discrete sequences. In Proceedings of ICASSP-1991 IEEE International Conference on Acoustics, Speech and Signal Processing, Pages 3393-3396, 1991. (more)
6. A. Pentland, B. Horowitz. A practical approach to fractal-based image compression. In Proceedings from SPIE Visual Communications and Image Processing, Volume 1605, Pages 467-474, 1991. (more)
7. G. E. Øien, S. Lepsøy, T. Ramstad. An inner product space approach to image coding by contractive transformations. In Proceedings of ICASSP-1991 IEEE International Conference on Acoustics, Speech and Signal Processing, Pages 2773-2776, 1991. (more)

Research Reports

1. R. D. Boss, E. W. Jacobs. Studies of iterated transform image compression and its applications to color and DTED. Research Report Naval Ocean Systems Center, No 1468, 1991. (more)
2. Y. Fisher, E. W. Jacobs, R. D. Boss. Fractal image compression using iterated transforms. Research Report Naval Ocean Systems Center, No 1408, 1991. (more)
3. S. A. Hollatz. Digital image compression with two-dimensional affine fractal interpolation functions. Research Report Department of Mathematics and Statistics, University of Minnesota-Duluth, No 91, 1991. (more)
4. D. van Schooneveld. Fractal coding of monochrome images. Research Report Dept. of Mathematics, Delft University of Technology, No 0, 1991. (more)

Thesis

1. D. S. Mazel. Fractal Modelling of Time-Series Data. PhD Thesis Georgia Institute of Technology, 1991. (more)