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Journal Papers

2004

  1. R. Furusawa, M. Nakagawa. Fractal Image Coding with a Multiscaling-Domain. Electronics and Communications in Japan Part 3 - Fundamental Electronic Science, 87(2):79-87, 2004. (more)
  2. T. Ochotta, D. Saupe. Edge-based partition coding for fractal image compression. to appear in: The Arabian Journal for Science and Engineering, Special Issue on Fractal and Wavelet Methods, 2004. (more)

2003

  1. M. Haseyama, I. Kondo. Image Authentication Based on Fractal Image Coding without Contamination of Original Image. Systems and Computers in Japan, 34(9):1-9, 2003. (more)
  2. R. V. Lototskiy. Image Fractal Compression Optimization by Means of Artificial Kohonen Neural Networks. Journal of Automation and Information Sciences C - C of Avtomatika Then Problemy Upravleniia I, 35(1):50-60, 2003. (more)
  3. S. S. Selvi, A. Makur. Variable dimension range and domain block-based fractal image coding. IEEE Trans. Circuits and Systems for Video Technology, 13(4):343-347, 2003. (more)
  4. Y. Sun, Y. Zhao, B. Yuan. A Parallel Implementation of Improved Fractal Image Coding Based on Tree Topology. Chinese Journal of Electronics, 12(2):152-156, 2003. (more)
  5. C. S. Tong, M. Pi. Analysis of a hybrid fractal-predictive-coding compression scheme. Signal Processing Image Communications, 18(6):483-495, 2003. (more)
  6. K. P. Wong, D. D. Feng. Clinical evaluation of fractal coding technique for dynamic PET data compression. Journal of Cerebral Blood Flow and Metabolism, 23(1):0-0, 2003. (more)

2002

  1. M. Al-Akaidi, J. M. Blackledge, P. Urwin. Random fractal coding techniques. International Journal of Applied Mathematics, 6(4):417-430, 2002. (more)
  2. V. Almenar, A. Albiol. Coding of Speech Signals using Fractal Prediction. Control and Intelligent Systems (ISSN 1480-1752), 30(2):59-67, 2002. (more)
  3. K. Belloulata, J. Konrad. Fractal Image Compression With Region-Based Functionality. IEEE Transactions on Image Processing, 11(4):351-362, 2002. (more)
  4. C. A. Cabrelli, M. C. Falsetti, U. M. Molter. Fractal block-coding: A functional approach for image and signal processing. Computers and Mathematics with Applications, 44(8):1183-1200, 2002. (more)
  5. Y. Charfi, V. Stankovic, R. Hamzaoui, A. Haouari, D. Saupe. Joint source-channel fractal image coding with unequal error protection. Optical Engineering, 41(12):3168-3176, 2002. (more)
  6. S. S. Chen, C. B. Yang, K. S. Huang. Fractal image compression based on intrablock variance distribution and vector quantization. Optical Engineering, 41(11):2824-2830, 2002. (more)
  7. X. Y. Hong, G. Chen, J. F. Wu, J. I. Li. Image Matching Based on Fractal Image Coding. Acta Electronica Sinica, 30(5):624-627, 2002. (more)
  8. L. Jie, F. Ping, L. Jinguo. Fractal Image Compression Coding Based on Classification and Clustering. Journal of Computer Aided Design and Computer Graphics (in Chinese), 14(4):348-350, 2002. (more)
  9. T. Kim, R.E. Van Dyck, D. J. Miller. Hybrid fractal zerotree wavelet image coding. Signal Processing Image Communications, 17(4):347-360, 2002. (more)
  10. S. H. Kim, I. H. Jang, N. C. Kim. Image Coding Using Wavelet-Based Fractal Approximation. IEICE Transactions on Information and Systems E Series D, 85(10):1723-1726, 2002. (more)
  11. C. M. Lai, K. M. Lam, W. C. Siu. Improved searching scheme for fractal image coding. Electronics Letters- IEE, 38(25):0-0, 2002. (more)
  12. J. Li, G. Chen, Z. Chi. A Fuzzy Image Metric With Application to Fractal Coding. IEEE Trans. on Image Processing, 11(6):636-643, 2002. (more)
  13. G. Melnikov, A. K. Katsaggelos. A Jointly Optimal Fractal/DCT Compression Scheme. IEEE Trans. on Multimedia, 4(4):413-422, 2002. (more)
  14. L. Ni. Fast Fractal Coding of Multispectral Remote Sensing Images. Acta Electronica Sinica, 30(7):1079-1082, 2002. (more)
  15. C. S. Tong, M. Wong. Adaptive Approximate Nearest Neighbor Search for Fractal Image Compression. IEEE Transactions on Image Processing, 11(6):605-615, 2002. (more)
  16. X. J. Wang, H. X. Chen. Fast fractal image coding approach based on invariant features of variances. Journal of China Institute of Communications, 23(2):88-91, 2002. (more)
  17. Y. Zhao, B. Yuan. Recursive Fractal Image Coding Scheme with Feedback Structure. Chinese Journal of Electronics, 11(1):16-18, 2002. (more)
  18. Y. Zhao, H. Wang, B. Yuan. Multiple same-sized block mapping for recursive fractal image coding. Optical Engineering, 41(2):328-334, 2002. (more)

2001

  1. M. Candik. Trigonometric Approximation in Fractal Image Coding. Radioengineering, 10(1):1210-2512, 2001. (more)
  2. J. Cardinal. Fast Fractal Compression of Greyscale Images. IEEE Trans. Image Processing, 10(1):159-164, 2001. (more)
  3. H. T. Chang, T. Y. Han. Fractal-based gradient-match and side-match vector quantization for image coding. Proceedings- SPIE the International Society for Optical Engineering, 4310(0):862-871, 2001. (more)
  4. H. T. Chang, C. J. Kuo. A Novel Non-Iterative Scheme for Fractal Image Coding. Journal of Information Science and Engineering, 17(3):429-444, 2001. (more)
  5. H. T. Chu, C. C. Chen. Accelerating Fractal Compression With a Real-time Decoder. Journal of Inforamtion Science and Engineering, 17(3):417-427, 2001. (more)
  6. R. Hamzaoui, D. Saupe, M. Hiller. Distortion Minimization with Fast Local Search for Fractal Image Compression. Journal of Visual Communication and Image Representation, 12(4):450-468, 2001. (more)
  7. J. He, Z. K. Liu. A Fast Fractal Image Coding Method Based on the DCT Transform. Acta Electronica Sinica, 29(6):748-750, 2001. (more)
  8. X. Y. Hong, H. X. Chen. Fractal Image Compression Coding Based on Generalized Convergence. Acta Electronica Sinica, 29(6):842-845, 2001. (more)
  9. S. Lee, S. Omachi, H. Aso. VLSI Architecture for Quadtree-Based Fractal Image Coding. IEE Proceedings - Computers and Digital Techniques, 148(4):141-146, 2001. (more)
  10. K. T. Sun, S. J. Lee, P. Y. Wu. Neural network approaches to fractal image compression and decompression. Neurocomputing, 41(1):91-107, 2001. (more)
  11. D. Vitulano. Fractal image coding schemes using nonlinear grey scale functions. Signal Pprocessing, 81(5):1095-1099, 2001. (more)
  12. C. M. Xu, Z. Y. Zhang. A Fast Fractal Image Compression Coding Method. Journal of Shanghai University, 5(1):57-59, 2001. (more)
  13. T. Zhang, X. Tong, Z. Zuo, Y. Li. Fractal-coding-like lossless binary image compressing method. Proceedings of SPIE The International Society for Optical Engineering, 4551(0):55-64, 2001. (more)
  14. Hyun-Soo Kang, Seong-Dae Kim. New fractal coding scheme using reference images. Optical Engineering, Donald C. O'Shea (ed.), 40(7):1265-1273, July 2001. (more)
  15. Hsuan T. Chang. Relocation, scaling, and quantization effects on fractal images. Optical Engineering, Donald C. O'Shea (ed.), 40(6):941-951, June 2001. (more)
  16. Hyun-Soo Kang, Jae-won Chung. Suboptimal fractal coding scheme using iterative transformation. Optical Engineering, Donald C. O'Shea (ed.), 40(5):703-712, May 2001. (more)

2000

  1. M. Bo. The Analysis of Image Coding Error of Fractal-Wavelet Transformation by Using Linear System Theory. Acta Electronica Sinica, 28:53-56, 2000. (more)
  2. H. T. Chang, C. J. Kuo. Iteration free fractal image coding based on efficient domain pool design. IEEE Transactions on Image Processing, 9(3):329-339, 2000. (more)
  3. H. Gao, J. Wang, L. Xie. A fractal image coding approach based on non-linear transforms. China Institute Of Communications, 21:89-92, 2000. (more)
  4. R. Hamzaoui, H. Hartenstein, D. Saupe. Local iterative improvement of fractal image codes. Image and Vision Computing, 18(6):565-568, 2000. (more)
  5. R. Hamzaoui, D. Saupe. Combining fractal image compression and vector quantization. IEEE Transactions on Image Processing, 9(2):197-208, 2000. (more)
  6. H. Hartenstein, M. Ruhl, D. Saupe. Region-based fractal image compression. IEEE Transactions on Image Processing, 9(7):1171-1184, 2000. (more)
  7. H. Hartenstein, D. Saupe. Lossless acceleration of fractal image encoding via the Fast Fourier Transform. Signal Processing: Image Communication, (0):0-0, 2000. (more)
  8. M. El Haziti, H. Cherifi, D. Aboutajedine. Lossless optimization of fractal image coding. Machine GRAPHICS and VISION Journal, 9(1):0-0, 2000. (more)
  9. C. Hufnagl, A. Uhl. Fractal Block-Matching in Motion-Compensated Video Coding. Fractals London, 8:35-48, 2000. (more)
  10. J. H. Jeng, J. R. Shyu. Fractal image compression with simple classification scheme in frequency domain. Electronics Letters IEE, 36:716-717, 2000. (more)
  11. B. Ma. The Stability of Linear System and the Convergence of Wavelet-fractal Subtree Quantization Image Coding. Acta Electronica Sinica, 28:76-79, 2000. (more)
  12. Y. H. Moon, H. S. Kim, J. H. Kim. IEEE Trans. Image Processing, 9(5):941-944, 2000. (more)
  13. J. Mukherjee, P. Kumar, S. K. Ghosh. A graph-theoretic approach for studying the convergence of fractal encoding algorithm. IEEE Transactions on Image Processing, 9(3):366-377, 2000. (more)
  14. M. Polvere, M. Nappi. IEEE Trans. Image Processing, 9(6):1002-1009, 2000. (more)
  15. T.-K. Truong, J.-H. Jeng, I. S. Reed, P. C. Lee, A. Q. Li. A fast encoding algorithm for fractal image compression using the DCT inner product. IEEE Transactions on Image Processing, 9(4):529-535, 2000. (more)
  16. H. Yamauchi, Y. Takeuchi, M. Imai. VLSI Architecture for Real-Time Fractal Image Coding Processors. IEICE Transactions On Fundamentals Of Electronics Communications And Computer Sciences E Series A, 83:452-458, 2000. (more)
  17. Y. Zhao, H. Wang, B. Yuan. Advances in Fractal Image Coding. Acta Electronica Sinica, 28:95-101, 2000. (more)

1999

  1. T. Abiko, M. Kawamata. An Encoding Algorithm for IFS Coding of Homogeneous Fractal Images Using Univariate Polynomial Manipulation. IEICE Transactions On Fundamentals Of Electronics Communications And Computer Sciences E Series A, 82(8):1435-1442, 1999. (more)
  2. M. A. Bo. The Choice of the Wavelet for Wavelet-Fractal Hybrid Image Coding Algorithm. Chinese Journal Of Computers Chinese Edition, 22:1138-1142, 1999. (more)
  3. M. Bo. Image Orientation Property and Fractal-Wavelet Transform for Image Compression. Acta Electronica Sinica, 27:27-30, 1999. (more)
  4. Z. Brahimi, Karima Ait Saadi, N. Baraka. Vector Quantization-Fractal Image Coding Algorithm Based on Delaunay Triangulation. Lecture Notes In Computer Science, 1685:1018-1022, 1999. (more)
  5. H.-C. Chao, B.-C. Chieu. Adaptive fractal image sequence coding by variable shape decomposition. Journal of Mathematical Imaging and Vision, 10(3):269-279, 1999. (more)
  6. H. Di, Y. Yu. An Image Coding Approach Based on Grade-Match and Fractal Interpolation. Acta Electronica Sinica, 27(7):99-101, 1999. (more)
  7. F. Gai, N. Xu, L. Sun. A Fast Algorithm of Fractal Image Compression. Northwestern Polytechnical University, 17(3):359-363, 1999. (more)
  8. M. Gaona, W. S. Kuklinski. Genetic Adaptive Coding Optimization Applied to Fractal Image Compression. International Journal Of Imaging Systems And Technology, 10:369-378, 1999. (more)
  9. J. Haemmerle, A. Uhl. Classification Based Speed-Up Methods for Fractal Image Compression on Multicomputers. Lecture Notes In Computer Science, 1557:276-285, 1999. (more)
  10. R. Hamzaoui. Fast iterative methods for fractal image compression. Journal of Mathematical Imaging and Vision, 11(2):147-159, 1999. (more)
  11. Y. Huang, Z. Yu. Self-Organizing Neural Network Domain Classification for Fractal Image Coding. China Universities Of Posts And Telecommunications, 6:54-58, 1999. (more)
  12. K. Imamura, H. Kuroda, M. Fujimura. Fast Block Searching Method Using Pattern Index for Fractal Image Coding. Institute Of Image Electronics Engineers Of Japan, 142(5):576-584, 1999. (more)
  13. H.-S. Kang, S.-D. Kim, S.-W. Lee. Object based fractal coding. Optical Engineering Bellingham International Society For Optical Engineering, 38(12):2029-2040, 1999. (more)
  14. Chung J. Kuo, Wen J. Huang, Tsang G. Lin. Isometry-based shape-adaptive fractal coding for images. Journal of Visual Communication and Image Representation, 10(4):307-319, 1999. (more)
  15. S.-M. Lee, S.-W. Ra. An analysis of isometry transforms in frequency domain for fast fractal encoding. IEEE Signal Proc. Letters, 6(5):100-102, 1999. (more)
  16. Choong Ho Lee, M. Kawamata, T. Higuchi. Roundoff Error Analysis in the Decoding of Fractal Image Coding Using a Simplified State-Space Model. IEICE Transactions On Fundamentals Of Electronics Communications And Computer Sciences E Series A, 82(6):872-878, 1999. (more)
  17. D. Levicky, M. Candik, R. Pundzak. Some Modifications of Fractal Image Coding. Radioengineering Prague, 8(3):12-16, 1999. (more)
  18. J. Li, C.-C. J. Kuo. Image Compression with a Hybrid Wavelet-Fractal Coder. IEEE Trans. Image Processing, 8(6):868-873, 1999. (more)
  19. S. Lonardi, P. Sommaruga. Fractal Image Approximation and Orthogonal Bases. Image Communication (Elsevier), 15(4):413-423, 1999. (more)
  20. Y. V. Malygin. Two Methods for Fast Fractal Compression of Images. Pattern Recognition And Image Analysis C/C Of Raspoznavaniye Obrazov I Analiz Izobrazhenii, 9(3):448-452, 1999. (more)
  21. X. Ming, Z. Zhao-Wen, X. Shun-Ping, G. Gui-Rong. Radar target recognition based on fractal compression characteristic. Journal Of Infrared And Millimeter Waves Chinese Edition, 18:289-294, 1999. (more)
  22. Y. H. Moon, H. S. Kim, Y. S. Kim, J. H. Kim. A novel fast fractal decoding algorithm. Signal Processing: Image Communication, 14(4):325-333, 1999. (more)
  23. H. Nagano, A. Matsuura, A. Nagoya. An Efficient Implementation Method of Fractal Image Compression on Dynamically Reconfigurable Architecture. Lecture Notes In Computer Science, 1586:670-678, 1999. (more)
  24. M. Nappi, D. Vitulano. Linear prediction image coding using iterated function systems. Image and Vision Computing, 17(10):771-776, 1999. (more)
  25. B. Nedelcu. On Fractal Compression. Studies In Informatics And Control, 8:313-316, 1999. (more)
  26. P. Palazzari, M. Coli, G. Lulli. Massively parallel processing approach to fractal image compression. Journal of Systems Architecture, 45(10):765-779, 1999. (more)
  27. A. Pommer. Fractal video compression on shared memory systems. Lecture Notes in Computer Science, 1557:317-326, 1999. (more)
  28. D. S. Vatolin. Using DCT for a Fractal Image Compression Optimization. Programming And Computer Software C/C Of Programmirovanie, 25(3):158-164, 1999. (more)
  29. C.-C. Wang, C.-H. Chen. Low-complexity fractal-based image compression using two-stage search strategy. Optical Engineering, 28(6):1006-1013, 1999. (more)
  30. Z. Wang, Z. Chi, D. Deng, Y. Yu. Block-Constrained Fractal Coding Scheme for Image Retrieval. Lecture Notes In Computer Science, 1614:673-680, 1999. (more)
  31. B. E. Wohlberg, G. de Jager. A class of multiresolution stochastic models generating self-affine images. IEEE Transactions on Signal Processing, 47(6), 1999. (more)
  32. B. E. Wohlberg, G. de Jager. A review of the fractal image coding literature. IEEE Transactions on Image Processing, 8(12), 1999. (more)
  33. P.-Y. Wu. Minimum communication-cost fractal image compression on PVM. Lecture Notes In Computer Science, 1697:434-441, 1999. (more)
  34. B.-F. Wu, Y.-Q. Hu, H.-H. Hsu. Adaptive self-quantization in wavelet-based fractal image compression. International Journal Of Systems Science, 30(5):541-550, 1999. (more)
  35. Y. Zhang, L.-M. Po. Variable tree size fractal compression for wavelet pyramid image coding. Signal Processing: Image Communication, 14(3):195-208, 1999. (more)
  36. Z.-M. Zhang, S.-L. Yu. An Improved Zero-Searching Fractal Image Coding Method. IEEE Transactions On Consumer Electronics Ce, 45(1):91-96, 1999. (more)
  37. Y. Zhang, N. Zheng, Y. Dai. Hybrid Fractal Image Coding Based on Genetic Algorithms. Acta Automatica Sinica, 25(1):142-144, 1999. (more)

1998

  1. K. P. Acken, M. J. Irwin, R. M. Owens. A Parallel ASIC Architecture for Efficient Fractal Image Coding. Journal Of Vlsi Signal Processing, 19(2):97-114, 1998. (more)
  2. K. Belloulata, A. Baskurt, H. Benoit-Cattin, R. Prost. Fractal coding of subbands with an oriented partition. Signal Processing: Image Communication, 12(3):243-252, 1998. (more)
  3. H.-C. Chao, B.-C. Chieu. Fractal Image Coding Using Projection-Based Classification and Variable Shape Matching. Chinese Institute Of Engineers, 21(5):507-520, 1998. (more)
  4. E. Cloete, L. M. Venter. Fractal Image Compression. South African Computer Journal, 21:0-0, 1998. (more)
  5. G. M. Davis. A wavelet-based analysis of fractal image compression. IEEE Trans. Image Processing, 7(2):141-154, 1998. (more)
  6. L. Dedera, J. Chmurny. A parallel approach to image decoding in the fractal image block coding scheme. Neural Network World, 8(4):365-374, 1998. (more)
  7. H. Di, Y. Yu, Y. Zhang. Multiresolution-based fractal image compression coding. Jinan University Natural Science And Medicine Edition, 73(5):39-42, 1998. (more)
  8. R. Distasi, M. Polvere, M. Nappi. Split decision functions in fractal image coding. Electronics Letters, 34(8):751-753, 1998. (more)
  9. M. Gharavi-Alkhansari, T. S. Huang. Causal fractal compression of video sequences using matching pursuit. International Journal of Imaging Systems and Technology, 9(5):305-319, 1998. (more)
  10. S. G. Hoggar, L. Menzies. Fractal compression and the jigsaw property. Computer Journal, 41(5):319-336, 1998. (more)
  11. T. Ida, Y. Sambonsugi. Image Segmentation and Contour Detection Using Fractal Coding. IEEE Transactions On Circuits And Systems For Video Technology, 8(8):968-975, 1998. (more)
  12. C.-S. Kim, R.-C. Kim, S.-U. Lee. Fractal coding of video sequence using circular prediction mapping and noncontractive interframe mapping. IEEE Trans. Image Proc, 7(4):601-605, 1998. (more)
  13. C.-S. Kim, R.-C. Kim, S.-U. Lee. A fractal vector quantizer for image coding. IEEE Trans. Image Proc, 7(11):1598-1602, 1998. (more)
  14. S. Kumar, K. Nageshwar Rao, R. R. Mishra, R. C. Jain. An Efficient Bath Fractal Transform-Based Image Coding Technique. IEEE Transactions On Consumer Electronics Ce, 44(4):1298-1308, 1998. (more)
  15. E. M. Lalitha, L. Satish. Fractal image compression for classification of PD sources. IEEE Transactions on Dielectric and Electrical Insulation, 5(4):550-557, 1998. (more)
  16. C. K. Lee, W. K. Lee. Fast fractal image block coding based on local variances. IEEE Trans. Image Proc, 7(6):888-891, 1998. (more)
  17. C. H. Lee. Quantization Error Analysis of Fractal Image Coding Based on State-Space Approach. Record Of Electrical And Communication Engineering Conversazione Tohoku University, 67(1):169-170, 1998. (more)
  18. H. Lin, A. N. Venetsanopoulos. Fast fractal image compression using pyramids. Optical Engineering, 37(6):1720-1731, 1998. (more)
  19. E. A. Metlitsky, G. A. Goryachev, A. N. Lifshits. Instrumental Software to Support Information Technologies of Image Analysis, Recognition, and Understanding (The Fractal Compression and Skeletonization of Images). Pattern Recognition And Image Analysis C/C Of Raspoznavaniye Obrazov I Analiz Izobrazhenii, 8(3):376-377, 1998. (more)
  20. S. K. Mitra, C. A. Murthy, M. K. Kundu. A Study on Partitioned Iterative Function Systems for Image Compression. Fundamenta Informaticae, 34:413-428, 1998. (more)
  21. S. K. Mitra, C. A. Murthy, M. K. Kundu. Technique for fractal image compression using genetic algorithm. IEEE Trans. Image Proc, 7(4):586-593, 1998. (more)
  22. H. Ohyama, T. Kimoto, S. Usui, T. Fujii, M. Tanimoto. Fractal Image Coding Based on Classified Range Regions. IEICE Transactions On Communications E Series B, 81(12):2257-2268, 1998. (more)
  23. D. C. Popescu. Fractal image coding: achievements and prospects. Annales Des Telecommunications, 53(56):219-228, 1998. (more)
  24. J. Ricke, P. Maass, E. L. Haenninen, T. Liebig, H. Amthauer, C. Stroszczynski, W. Schauer, T. Boskamp, M. Wolf. Wavelet Versus JPEG (Joint Photographic Expert Group) and Fractal. Investigative Radiology, 33(8):456-463, 1998. (more)
  25. A. H. Siddiqi, M. K. Ahmad, A. Mukheimer. Certain recent developments in fractal image compression. Pitman Research Notes In Mathematics Series, 377:304-331, 1998. (more)
  26. E. R. Vrscay. A generalized class of fractal-wavelet transforms for image representation and compression. Can J. Elect. Comp. Eng, 23(1):69-84, 1998. (more)
  27. Y. Wang, Y. Jin, Q. Peng. Merged quadtree fractal image compression. Optical Engineering, 37(8):2284-2289, 1998. (more)
  28. D. Wang, H. Wei. Application of Wavelet Analysis to a Combination of Iterative Fractal Coding and Statistic Prediction Fractal Coding Techniques. Acta Electronica Sinica, 26(11):131-134, 1998. (more)
  29. L. Yuan, G. Li, J. Huang. A Improved Coding Method Based on Fractal. Wuhan University Natural Sciences Edition, 44(3):393-396, 1998. (more)
  30. Y. Zhang, Y. Yu, L. Bu. Hybrid Fractal and Wavelet Coding for Image Compression. Acta Electronica Sinica, 26(10):70-74, 1998. (more)
  31. D. Zhang, G. Chen, Y. Jin. Fast Fractal Image Coding Based on Pyramidal Wavelet Transform. Acta Electronica Sinica, 26(8):37-42, 1998. (more)
  32. L. Zhang, W. Li, Q. Wang. A High Speed Adaptive Fractal Image Coding Algorithm Using Flexible Classification Technique. Wuhan University Natural Sciences Edition, 44(3):292-296, 1998. (more)
  33. D. Zhang, G. Chen. A fractal image coding based on wavelet transformation and oriented partition. Zhejiang University Natural Sciences Edition, 32(1):8-14, 1998. (more)
  34. Q. Zhuo, W. Wang. Fingerprint fractal compression based on direction information. Tsinghua University, 38(9):82-86, 1998. (more)

1997

  1. M. F. Barnsley, A. Deliu, R. Xie. Stationary Stochastic Processes and Fractal Data Compression. International Journal Of Bifurcation And Chaos, 7(3):551-568, 1997. (more)
  2. M. Barnsley, L. Barnsley. Fractal Image Compression. Institute Of Mathematics And Its Applications Conference Series, 61:183-210, 1997. (more)
  3. N. Brady, P. J. Bex, R. E. Fredericksen. Independent coding across spatial scales in moving fractal images. Vision Research Oxford, 37(14):1873-1884, 1997. (more)
  4. A. Bruckmann, J. Haemmerle, M. Reichl, A. Uhl. Hybrid Fractal/Wavelet Image Compression in a High Performance Computing Environment. Lecture Notes In Computer Science, 1225:117-126, 1997. (more)
  5. L. Cao, S. Wei, B. Kong. Fractal Coding Based on Mathematical Morphology. Acta Automatica Sinica, 23(2):226-231, 1997. (more)
  6. S. K. Chow, M. Gillies, S. L. Chan. Parallel implementation of fractal image compression using multiple digital signal processors. Lecture Notes in Computer Science, 1351, 1997. (more)
  7. L. Dedera, J. Chmurny. A new fast decoding algorithm for fractal image block coding scheme without spatial contraction. Journal of Electrical Engineering, 48(11):287-291, 1997. (more)
  8. L. Dedera, J. Chmurny. Several Remarks on Fractal Image Block Coding. Radioengineering Prague, 6(3):19-23, 1997. (more)
  9. Y. Deng, Y. Ke. Fast Algorithm for Solutions of Fractal Block Coding Parameters. Beijing Institute Of Technology Chinese Edition, 17(6):691-696, 1997. (more)
  10. X. Gao, B. Hong, L. Luo, Z. He. Fractal Image Coding Using Cosine-Modulated Filter Banks. IEEE Transactions On Consumer Electronics Ce, 43(1):62-68, 1997. (more)
  11. M. Gharavi-Alkhansari, T. S. Huang. A generalized method for image coding using fractal-based techniques. Journal Visual Communication Image Representation, 8(2):208-225, 1997. (more)
  12. D. J. Jackson, W. Mahmoud, W. Stapleton, P. T. Gaughan. Faster fractal image compression using quadtree recomposition. Image And Vision Computing, 15(10):759-767, 1997. (more)
  13. J. Kominek. Advances in fractal compression for multimedia applications. Multimedia Systems, 5(4):255-270, 1997. (more)
  14. S. Kumar, R. C. Jain. Low Complexity Fractal-Based Image Compression Technique. IEEE Transactions On Consumer Electronics Ce, 43(4):987-993, 1997. (more)
  15. C. H. Lee, M. Kawamata, T. Higuchi. Analysis of Scaling-Factor-Quantization Error in Fractal Image Coding. IEICE Transactions On Fundamentals Of Electronics Communications And Computer Sciences E Series A, 80(12):2572-2580, 1997. (more)
  16. C. H. Lee, M. Kawamata, T. Higuchi. State-Space Approach to Roundoff Error Analysis of Fractal Image Coding. IEICE Transactions On Fundamentals Of Electronics Communications And Computer Sciences E Series A, 80(1):159-165, 1997. (more)
  17. H. Li, K. J. R. Liu, S-C. B. Lo. Fractal modeling and segmentation for the enhancement of microcalcifications in digital mammograms. IEEE Trans. Medical Imaging, 16(6):785-798, 1997. (more)
  18. K. F. Loe, W. G. Gu, K. H. Phua. Speed-up fractal image compression with a fuzzy classifier. Signal Processing: Image Communication, 10(4):303-311, 1997. (more)
  19. L. Moltedo, M. Nappi, D. Vitulano, S. Vitulano. Color image coding combining linear prediction and iterated function systems. Signal Processing, 63:157-162, 1997. (more)
  20. P. D. Panagiotopoulos, O. Panagouli. Mechanics on fractal bodies. Data compression using fractals. Chaos Solitons And Fractals, 8(2):253-268, 1997. (more)
  21. M. Pi, J. Peng, H. Liu. Speeding up Fractal Block Coding. Huazhong University Of Science And Technology Chinese Edition, 25(7):13-14, 1997. (more)
  22. M. Pi, J. Peng, H. Liu, L. Xiong. Fractal Approximation Coding Based on Multiscale Matching. Huazhong University Of Science And Technology Chinese Edition, 25(5):74-76, 1997. (more)
  23. M. Pi, J. Peng. Four Level Fractal Approximation Coding Based on Matching in Neighborhood. Huazhong University Of Science And Technology Chinese Edition, 25(2):32-34, 1997. (more)
  24. M. Pi, J. Peng. Fractal Approximation of Pixel Dots in Its Neighborhood and the Fractal Coding. Huazhong University Of Science And Technology Chinese Edition, 25(1):38-39, 1997. (more)
  25. D. C. Popescu, A. Dimca, H. Yan. A nonlinear model for fractal image coding. IEEE Transactions On Image Processing, 6(3):373-382, 1997. (more)
  26. M. Ramkumar, G. V. Anand. An FFT-based technique for fast fractal image compression. Signal Processing, 63(3):263-268, 1997. (more)
  27. D. Saupe, S. Jacob. Variance-based quadtrees in fractal image compression. Electronics Letters, 33(1):46-48, 1997. (more)
  28. M. Scheibe. Square isometries as integral part of fractal transformation - An analysis. Frequenz, 51(5):168-170, 1997. (more)
  29. T. Tsuboi, K. Nakamura, M. Tsuneda, S. Yamamoto, A. Ishikawa, T. Itoh. The Improvement of the Image Quality of Fractal Image Compression Method. Institute Of Image Electronics Engineers Of Japan, 129(4):397-405, 1997. (more)
  30. A. Uhl, J. Hämmerle. Fractal Image Compression on MIMD Architectures I: Basic Algorithms. Parallel Algorithms And Applications, 11(34):187-204, 1997. (more)
  31. R. F. Uys, J. Prentice. Fractal image compression using the TMS320C80 multimedia video processor. Elektron Journal, 14(7):12-16, 1997. (more)
  32. Z. Wang, Y. Yu. Dynamic fractal transform with applications to image data compression. Journal of Computer Science and Technology, 12(3):202-209, 1997. (more)
  33. Z. Wang, H. Deng, Y. Yu. Fractal block coding in residue domain. Journal of Electronics, 14(3):236-240, 1997. (more)
  34. Z. Wang, Z. Wang, Y. Yu. A fast decoding structure for fractal block coding in residue domain. Acta Electronica Sinica, 25(10):126-129, 1997. (more)
  35. R. A. Wannamaker, E. R. Vrscay. Fractal Wavelet Compression of Audio Signals. Audio Engineering Society, 45(78):540-553, 1997. (more)
  36. H. Xue, K. Yang. An Algorithm for Equi-Segmented Fractal Data Compression. Huazhong University Of Science And Technology Chinese Edition, 25(5):31-33, 1997. (more)
  37. Y. Zhao, B. Yuan. A Sequence Fractal Image Coding Method Based on a New Affine Transform. Acta Electronica Sinica, 25(7):28-31, 1997. (more)

1996

  1. K. U. Barthel. Low Bitrate Image Coding Using Fractal Approximations in the Spatial and Frequency Domain. Frequenz Berlin, 50(910):237-244, 1996. (more)
  2. R.-J. Chen, B.-C. Chieu. Adaptive Fractal Image Coding in Subband Domain. Chinese Institute Of Engineers, 19(3):417-427, 1996. (more)
  3. W. O. Cochran, J. C. Hart, P. J. Flynn. Fractal volume compression. IEEE Transactions on Visualization and Computer Graphics, 2(4):313-322, 1996. (more)
  4. F. Davoine, M. Antonini, J.-M. Chassery, M. Barlaud. Fractal image compression based on Delaunay triangulation and vector quantization. IEEE Transactions on Image Processing, 5(2):338-346, 1996. (more)
  5. Y. Deng, Y. Ke. An adaptive block-based fractal image coding scheme. Journal of Beijing Institute of Technology, 5(2):177-183, 1996. (more)
  6. G. J. Ewing, C. J. Woodruff. Comparison of JPEG and fractal-based image compression on target acquisition by human observers. Optical Engineering, 35:284-288, 1996. (more)
  7. R. Hamzaoui. Decoding algorithm for fractal image compression. Electronics Letters, 32(14):1273-1274, 1996. (more)
  8. J. Hart. Fractal image compression and the inverse problem of recurrent iterated function systems. IEEE Computer Graphics and Applications, 16(4):25-32, 1996. (more)
  9. H. Honda, M. Haseyama, H. Kitajima. Image representation through gray-scale iterated function systems. Systems and Computers in Japan, 27(9):55-62, 1996. (more)
  10. Y. Hunag. Research on Image Adaptive Compression Based on Fractal Theory. Xiamen University Natural Science, 35(4):497-502, 1996. (more)
  11. D. J. Jackson, W. Mahmoud. Parallel pipelined fractal image compression using quadtree recomposition. The Computer Journal, 39(1):1-13, 1996. (more)
  12. D. J. Jackson, G. S. Tinney. Performance analysis of distributed implementations of a fractal image compression algorithm. Concurrency: Practice and Experience, 8(5):357-380, 1996. (more)
  13. H.-S. Kang, S.-D. Kim. Fractal decoding algorithm for fast convergence. Optical Engineering, 35(11):3191-3198, 1996. (more)
  14. G. Lu, T.-L. Yew. Applications of partitioned iterated function systems in image and video compression. Journal Visual Communication Image Representation, 7(2):144-154, 1996. (more)
  15. D. R. McGregor, R. J. Fryer, W. P. Cockshott, P. Murray. Faster fractal compression. Dr. Dobb's Journal, 234:34-42, 1996. (more)
  16. S. Ortmann, A. Koenig, M. Glesner. Fusion of Neural Networks and Fractal Image Compression for Image Sequences in Communication and Medical Imaging. Modelling Identification And Control, pages 411-413, 1996. (more)
  17. T. Saito. Challange to Complexity: Fractal Coding. Institute Of Television Engineers Of Japan, 50(8):1054-1062, 1996. (more)
  18. D. Saupe. A new view of fractal image compression as convolution transform coding. IEEE Signal Processing Letters, 3(7), 1996. (more)
  19. W. Skarbek. Banach constructor and image compression. Computing, Supplement 11:167-182, 1996. (more)
  20. C.-J. Sze, H.-Y. M. Liao, K.-C. Fan, M.-Y. Chern, C.-K. Tsao. Fractal image coding system based on an adaptive side-coupling quadtree structure. Image And Vision Computing, 14(6):401-415, 1996. (more)
  21. G. D. Veccia, R. Distasi, M. Nappi, M. Pepe. Fractal image compression on a MIMD architecture. Lecture Notes on Computer Science, H. Liddel, A. Colbrook, B. Hertzberger, P. Sloot (eds.), 1067:961-963, 1996. (more)
  22. G. D. Veccia, R. Distasi, M. Nappi, D. Vitulano. A parallel implementation of image coding using linear prediction and iterated function systems. Lecture Notes on Computer Science, L. Bougne, P. Fraigniaud, A. Mignotte, Y. Robert (eds.), 1124:147-150, 1996. (more)
  23. Z. Wang, Y. Yu. A new fractal image coding approach. Journal of China Institute of Communications, 17(3):84-90, 1996. (more)
  24. C. J. Wein, I. F. Blake. On the performance of fractal compression with clustering. IEEE Transactions on Image Processing, 5(3):522-526, 1996. (more)
  25. J. Wen, X. Zhu. A Study of IFS Fractal Based Source Coding Techniques. Acta Electronica Sinica, 24(10):1-7, 1996. (more)
  26. B. E. Wohlberg, G. de Jager. Fractal coding performance for first-order Gauss-Markov models. Electronics Letters, 32(5):441-442, 1996. (more)
  27. L. Zhang, B. Zhang, G. Chen. Generating and Coding of Fractal Graphs by Neural Network and Mathematical Morphology Methods. IEEE Transactions On Neural Networks, 7(2):400-407, 1996. (more)
  28. Y. Zhao, B. Yuan. A hybrid image compression scheme combining block-based fractal coding and DCT. Signal Processing: Image Communication, 8(2):73-78, 1996. (more)
  29. . Fractal image compression. American Scientist, 84(5):437-439, 1996. (more)
  30. M. Barnsley. Fractal image compression. Notices of the American Mathematical Society, (0), June 1996. (more)

1995

  1. B. Bani-Eqbal. Enhancing the speed of fractal image compression. Optical Engineering Bellingham International Society For Optical Engineering, 34(6):0-0, 1995. (more)
  2. S. M. M. De Faria, M. Ghanbari. Hybrid fractal/DCT coding of video. IEE Conference Publication, 410:0-0, 1995. (more)
  3. B. Forte, E. R. Vrscay. Solving the inverse problem for function and image approximation using iterated function systems. to appear in Dynamics of Continuous, Discrete and Impulsive Systems, 1(2), 1995. (more)
  4. I. K. Kim, R.-H. Park. Sequence image coding based on fractal approximation using dynamic residual pools. Proc. SPIE VCIP 1995, 2501, 1995. (more)
  5. D. M. Monro, F. Dudbridge. Rendering algorithms for deterministic fractals. IEEE Computer Graphics and Applications, 15(1):32-41, 1995. (more)
  6. H. Ogawa, M. Nakagawa. Transform Coding of Images Based on Fractal Functional Set. Electronics And Communications In Japan Part 3 Fundamental Electronic Science, 78(8):31-40, 1995. (more)
  7. F. Pineda, A. G. Andreou. An Analog Neural Network Inspired by Fractal Block Coding. Advances In Neural Information Processing Systems, 7:795-802, 1995. (more)
  8. D. Popescu, H. Yan. Fractal-based method for color image compression. Journal of Electronic Imaging, 4(1):23-30, 1995. (more)
  9. H. Raittinen, K. Kaski. Critical review of fractal image compression. International Journal Of Modern Physics C, 6(1):0-0, 1995. (more)
  10. R. Rinaldo, G. Calvagno. Image coding by block prediction of multiresolution subimages. IEEE Trans. on Image Proc, 4(7):909-920, 1995. (more)
  11. W. Skarbek. On convergence of affine fractal operators. Image Processing and Communications, 1(1):33-41, 1995. (more)
  12. L. Thomas, F. Deravi. Region-based fractal image Compression using heuristic search. IEEE Transactions on Image Processing, 4(6):832-838, 1995. (more)
  13. B. E. Wohlberg, G. de Jager. Fast image domain fractal compression by DCT domain block matching. Electronics Letters, 31:869-870, 1995. (more)

1994

  1. P. Agati, E. Mumolo. Data Compression by Means of Fractal Models and Genetic Optimization. Applied Informatics, pages 0-0, 1994. (more)
  2. A. Arneodo, E. Bacry, J. F. Muzy. Solving the inverse fractal problem from wavelet analysis. Europhysics Letters, 25(7):479-484, 1994. (more)
  3. T. Bedford, F. M. Dekking, M. Breewer, M. S. Keane, D. van Schooneveld. Fractal coding of monochrome images. Signal Processing: Image Communication, 6:405-419, 1994. (more)
  4. V. A. Bondarenko, V. L. Dolnikov. Fractal Image Compression by the Barnsley-Sloan Method. Automation And Remote Control C/C Of Avtomatika I Telemekhanika, 1(5):0-0, 1994. (more)
  5. D. Cai, T. Arisawa, N. Asai, Y. Ikebe, T. Itoh. Fractal image compression using locally refined partitions. Fractals, 2(3):405-408, 1994. (more)
  6. J. H. Chen, J. D. Kalbfleisch. Inverse problems in fractal construction: Hellinger distance method. Journal of the Royal Statistical Society, Series B Methodological, 56(4):687-700, 1994. (more)
  7. B. Fagin, P. Chintrakulchai. A Reprogrammable Processor for Fractal Image Compression. Lecture Notes In Computer Science, 849:0-0, 1994. (more)
  8. Y. Fisher. Fractal Image Compression. Fractals, 2(3):325-334, 1994. (more)
  9. B. Forte, E. R. Vrscay. Solving the inverse problem for function/image approximations using iterated function systems, I. Theoretical basis. Fractals, 2(3):325-334, 1994. (more)
  10. B. Forte, E. R. Vrscay. Solving the inverse problem for function/image approximation using iterated function systems, II. Algorithm and computations. Fractals, 2(3):335-346, 1994. (more)
  11. H. H. S. Ip, H. T. F. Wong, F. Y. Mong. Fractal coding of Chinese scalable calligraphic fonts. Computers And Graphics, 18(3):0-0, 1994. (more)
  12. M. S. Lazar, L. T. Bruton. Fractal block coding of digital video. IEEE Trans. on Circuits and Systems for Video Technology, 4(3):297-308, 1994. (more)
  13. G. Lu, T.-L. Yew. Image compression using quadtree partitioned iterated function systems. Electronics Letters, 30(1):23-24, 1994. (more)
  14. D. M. Monro, J. A. Nicholls. Real time fractal video for personal communications. Fractals, 2(3):391-394, 1994. (more)
  15. D. J. Nettleton, R. Garigliano. Evolutionary algorithms and a fractal inverse problem. Biosystems, 33(3):221-231, 1994. (more)
  16. H. Ohno, K. Aizawa, M. Hatori. Evaluation of Fractal Image Coding. IEICE Transactions On Fundamentals Of Electronics Communications And Computer Sciences E Series A, 77(11):0-0, 1994. (more)
  17. R. Rinaldo, A. Zakhor. Inverse and approximation problem for two dimensional fractal sets. IEEE Trans. Image Processing, 3(6):802-820, 1994. (more)
  18. D. Saupe, R. Hamzaoui. A review of the fractal image compression literature. Computer Graphics, 28(4):268-279, 1994. (more)
  19. W. Skarbek. Banach constructor in fractal compression. Machine Graphics & Vision, 3(1):431-441, 1994. (more)
  20. Y. Suzuki, H. Sumiyoshi, A. Miyauchi. Image coding using fractal parameters of contour lines. Institute Of Television Engineers Of Japan, 48(1):0-0, 1994. (more)
  21. S. Woolley, D. M. Monro. Rate/distortion performance of fractal transforms for image compression. Fractals, 2(3):395-398, 1994. (more)
  22. Y. Zhao, B. Yuan. Image compression using fractals and discrete cosine transform. Electronics Letters, 30:474-475, 1994. (more)
  23. X. Zhu, B. Cheng, D. M. Titterington. Fractal model of a one-dimensional discrete signal and its implementation. IEE Proc. Vision Image and Signal Process, 141(5):318-324, 1994. (more)
  24. G. E. Øien, S. Lepsøy. Fractal-based image coding with fast decoder convergence. Signal Processing, 40:105-117, 1994. (more)
  25. M. Ali, T. G. Clarkson. Using linear fractal interpolation functions to compress video images. Fractals, 2(3):417-421, 1994. (more)

1993

  1. C. A. Cabrelli, B. Forte, U. M. Molter, E. R. Vrscay. Iterated fuzzy set systems: a new approach to the inverse problem for fractal and other sets. J. Math. Anal. and Appl, 17(4):465-486, 1993. (more)
  2. B. Hürtgen. Contractivity of fractal transforms for image coding. Electronics Letters, 29:1749-1750, 1993. (more)
  3. A. E. Jacquin. Fractal image coding: A review. Proceedings of the IEEE, 81(10):1451-1465, 1993. (more)
  4. H. Li, M. Novak, R. Forchheimer. Fractal-based image sequence compression scheme. Optical Engineering, 32(7):1588-1595, 1993. (more)
  5. G. Lu. Fractal image compression. Signal Processing: Image Communication, 5:327-343, 1993. (more)
  6. D. M. Monro. Class of fractal transforms. Electronics Letters, 29(4):362-363, 1993. (more)
  7. D. C. Popescu, H. Yan. MR image compression using iterated function systems. Magnetic Resonance Imaging, 11:727-732, 1993. (more)
  8. G. Vines, M. H. Hayes. Nonlinear address maps in a one-dimensional fractal model. IEEE Trans. on Signal Processing, 41(4):1721-1724, 1993. (more)
  9. . Fractal images are familiar as pretty screen savers: Now they are being applied to the art of image compression. Exe London, 8(3):0-0, 1993. (more)
  10. L. Anson. Fractal image compression. BYTE Magazine, 1993. (more)
  11. S. Apiki. Compressing with fractals. BYTE Magazine, 1993. (more)

1992

  1. T. Bedford, F. M. Dekking, M. S. Keane. Fractal image coding techniques and contraction operators. Nieuw Arch. Wisk. (4), 10(3):185-218, 1992. (more)
  2. R. Dettmer. Form and functions - Fractal based image compression. IEE Review, 38(9):323-327, 1992. (more)
  3. E. W. Jacobs, Y. Fisher, R. D. Boss. Image compression: A study of the iterated transform method. Signal Processing, 29:251-263, 1992. (more)
  4. A. E. Jacquin. Image coding based on a fractal theory of iterated contractive image transformations. IEEE Trans. Image Processing, 1:18-30, 1992. (more)
  5. D. S. Mazel, M. H. Hayes. Using iterated function systems to model discrete sequences. IEEE Transactions on Signal Processing, 40(7):1724-1734, 1992. (more)
  6. D. M. Monro, F. Dudbridge. Fractal block coding of images. Electronics Letters, 28(11):1053-1055, 1992. (more)
  7. F. Pinciroli, C. Combi, G. Pozzi, M. Negretto, L. Portoni, G. Invernizzi. A Peano-Hilbert derived algorithm for compression of angiocardiographic images. IEEE Trans. Computers in Cardiology, 18:81-84, 1992. (more)

1991

  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)

1990

  1. J. Jang, S. Rajala. Segmentation based image coding using fractals and the human visual system. Proc. ICASSP, 4:1957-1960, 1990. (more)

1989

  1. G. Mantica, A. Sloan. Chaotic optimization and the construction of fractals: Solution of an inverse problem. Compl. Syst, 3:37-62, 1989. (more)
  2. W. D. Withers. Newton's method for fractal approximation. Constructive Approximation, 5:151-179, 1989. (more)

1988

  1. M. F. Barnsley, A. E. Jacquin, F. Malassenet, L. Reuter, A. Sloan. Harnessing chaos for image synthesis. Computer Graphics, 22(4):131-140, 1988. (more)
  2. B. Goel, S. Kwatra. A data compression algorithm for color images based on run-length coding and fractal geometry. IEEE International Conference on Communications, 3:72-78, 1988. (more)
  3. . Fractal shorthand. Scientific American, 258(2), 1988. (more)
  4. M. F. Barnsley, A. Sloan. A better way to compress images. BYTE Magazine, 1988. (more)

1987

  1. M. F. Barnsley, A. Sloan. Chaotic compression. Computer Graphics World, 1987. (more)
Last update: 01.04.2004 by Ivan Kopilovic