1. Groups of Möbius Transformations  
   David Dumas, Math. Dept., Harvard University, Cambridge MA
2. Boundary Shape and Electrical Impedance Tomography- Figures  
   Bill Lionheart, Math. Dept., Univ. of Manchester Inst. Sci. Tech, UK  
3. On Mobius transformations  
   Alexandre Eremenko, Math, Dept,t, Purdue University, West Lafayette, IN  
4. An Introduction To Image Mosaicing  
   Sevket Gumustekin,  E. E. Dept., Izmir Institute of Tech., Turkey
5. The Cross Group of the Rubik's Cube  
   Dunivan; and Conrady, Math. Dept., United States Naval Academy, Annapolis, MD
6. Linear Fractional Transformation
   Eric Weisstein, World of Mathematics, Wolfram Res., Inc., Champaign, IL  
7. The Bilinear Transform   
   Julius O. Smith, Computers in Music and Acoustics, Stanford University, CA  
8. Bilinear Transform  
   Jason Meldrum, E. E. E. Dept., Strathclyde University, in Glasgow, Scotland  
9. Bilinear transformations  
   Gady Agam, Computer Science Dept., Illinois Institute of Technology, Chicago, IL  
10. Bilinear transform   
    Ming Jiang, Information Science Dept., School of Mathematics, Peking University, China  
11. The bilinear transform  
    Claerbout's Classroom, Stanford Exploration Project, Stanford  University, CA  
12. Mobius Transformations and The Night Sky  
    MathPages, mathpages.com  
13. Compressor Stalls and Mobius Transformations  
    MathPages, mathpages.com  
14. Tustin's Method (Bilinear Transformation, Trapezoidal Rule)   
    R. Eaton, E. E. Dept.,  Univ. New South Wales, Sydney, NSW, Australia  
15. PID Compensator with Bilinear Approximation  
    Control Tutorials for Matlab, the Regents of the University of Michigan, Ann Arbor, MI  
16. Möbius transformations applet  
    Terence Tao, Math. Dept., Univ. of California Los Angeles, CA  
17. Circle Inversion Applet  
    Pat Hooper, Math. Dept., University of Maryland, College Park, MD  
18. Inversion appelt  
    Tim Lister,  The Open University, Great Britain
19. Bilinear Transformation PDF  
    M. Sami Fadali, E. E. Dept., University of Nevada, Reno, NV
20. Genus zero surface conformal mapping PDF  
    David Xianfeng Gu, Computer Sci., Harvard University, Cambridge MA
21. A characterization of Mobius transformations PDF  
    Piyapong Niamsup, Int. Journal of Math. and Math. Sciences, Hindawi Pub. Co.
22. The Full Mobius Group and some nifty Sub-groups  
    Gregory Leibon, Math. Dept., Dartmouth College, Hanover, NH   
23. Design of Digital Filters using the Bilinear Transformation  
    Richard Bayford, School of Health and Social Science, Middlesex University, London, UK  
24. Special mappings: The bilinear transformation  
    Y-C. Roger, Math. Dept., National Taiwan Normal University, Taipei, Taiwan (R.O.C.)  

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(c) John H. Mathews 2003