1. Monte Carlo Calculation of Pi  
   Vijay S. Pande, Chemistry and of Structural Biology, Stanford University, CA  
2. Monte Carlo Area Simulations  
   Anthony Berard, Mathematics Dept., Kings College
3. A Monte-Carlo Calculation of Pi  
   Robert Klauck; Dr. Schillaci
4. Monte Carlo Calculation of Pi  
   Richard J. Gonsalves, Physics Dept., SUNY, University at Buffalo, NY
5. Monte Carlo Calculation of Pi  
   Erin Carter, Physics and Astronomy Dept., Francis Marion University, Florence, SC
6. Monte Carlo Estimation for Pi  
   Paul Trunfio; Gary McGath, Center for Polymer Studies,
7. Basics of Monte Carlo Simulations   
   Joy Woller, Chemistry Dept., University of Nebraska-Lincoln, NE  
8. Monte Carlo Integration To Estimate Pi  
   Chuanyi Ding; Eric Haskin,University of New Mexico, Albuquerque, NM
9. Calculation of Pi  
   Michel Vallières, Physics Dept., Drexel University, Philadelphia, PA
10. Calcul de Pi par la méthode de Monte-Carlo  
    Didier Müller, Mathématiques et l'Informatique, Lycée Cantonal de Porrentruy, France
11. Monte-Carlo-Methode: Zur Näherungsweisen Bestimmung von Pi  
    Herr Brichzin; Andreas Lademann,  Michaeli-Gymnasium München, Germany  
12. Using a computer program to approximate Pi  
    Matthew Davies, Mathematical Sciences, University of Bath, United Kingdom
13. Buffon's Needle Problem  
    Eric Weisstein, MathWorld, Wolfram Research Inc., Champaign, IL  
14. Buffon's Needle Problem  
    Scott E. Brodie; Alexander Bogomolny, Cut The Knot!
15. Buffon's Needle Problem  
    Harry Khamis, Statistical Consulting Center, Wright State University, Dayton OH
16. Buffon's Needle An Analysis and Simulation  
    George Clifford Reese, Science, and Technology Education, University of Illinois Champaign-Urbana, IL
17. Buffon Needle Problem  
    Mathematics Department at Harvey Mudd College!
18. Buffon's Needle  
    Aleksandrs Mihailovs, Math. Dept., Tennessee Tech University, Cookeville, TN
19. Buffon's Needle: Calculating Pi with Random Numbers  
    The Cosmic Ray Observatory Project, Physics Dept., Univ. of Nebraska,
20. Buffon  
    Robert Boehringer, Computer Science, Virginia Polytechnic Inst. and State Univ., Blacksburg, VA
21. Buffon Needle Experiment  
    Richard C. Larson; Amedeo R. Odoni, Urban Operations Research, Massachusetts Institute of Tech., Cambridge, MA  
22. Buffon's Needle Problem  
    Matthew Davies, Mathematical Sciences, University of Bath, United Kingdom
23. Buffon's Needle Experiment  
    Richard C. Larson; Amedeo R. Odoni, Urban Operations Research, Massachusetts Institute of Tech., Cambridge, MA  
24. Geometric probability and GIS: some applications for the statistics of intersections  
    Ashton M. Shortridge;  Michael F. Goodchild, Department of Geography, University of California, Santa Barbara, CA
25. Calculation of Pi Using the Monte Carlo Method  
    Eve Astrid Andersson, Computer Science Dept., Northface University, Salt Lake City, UT  
26. Monte Carlo Java  applet  
    Physics Department and Science and Mathematics Education Center at Boston University.
27. Monte Carlo Method  applet  
    Hongkai Zhang, Chemistry Dept., University of Pennsylvania, Philadelphia, PA
28. Monte Carlo and Buffon's Needles  applet  
    Ronald Mak, Java Number Cruncher, Prentice Hall, Inc.  
29. Calcul de pi par la méthode de Monte-Carlo  applet  
    Jean-Paul Quelen, Professeur de mathématiques au lycée Jean-Monnet de Strasbourg, France
30. Calcul de pi par méthode de Monte-Carlo  applet  
    Frédéric Cérou, Informatique et en Automatique, l'Université de Nice-Sophia Antipolis, France
31. Approximating Pi: The Monte Carlo Method - in Flash   
    Pi Day Resources
32. Buffon's Needle  applet  
    Hurben
33. Buffon's Needle  applet  
    Charles Stanton, Math. Dept., California State University San Bernardino, CA  
34. Buffon's Needle Experiment  applet  
    Kyle Siegrist, Math. Dept., University of Alabama in Huntsville, AL
35. Compute Pi using Monte Carlo Method  Program in C  
    Susan A. Schwarz, Research Computing
36. Computing Pi using Monte Carlo  Program in FORTRAN  
    Megan Sosey,  Senior Data Analyst, Space Telescope Science Institute, Baltimore MD
37. Computing Pi using Monte Carlo  Program in FORTRAN  
    Hua Guo, Chemistry Dept., University of New Mexico, Albuquerque, NM
38. Finds the area of a unit circle using the Monte Carlo sampling method  Program in C  
    Bonnie Gwen Todd, Physics Dept., Florida State University, Tallahassee, FL
39. Calculate Pi  Program in C  
    Jorge Novillo, Computer Science Dept., SUNY Institute of Technology
40. MATLAB Code Monte Carlo Calculation of Pi  Program in Matlab  
    Anne Greenbaum, Math. Dept., University of Washington, Seattle, WA  
41. Monte Carlo Estimation of Pi  Program in XDS Modula-2   
    Peter Moylan, Modula-2 Programming Language of Niklaus Wirth
42. Monte Carlo Computation of Pi  Program in C  
    William Gropp, Ewing Lusk, and Anthony Skjellum,  Argonne National Laboratory, Argonne, IL
43. Monte Carlo Methods  
    Nathaniel Roland Stickley, Physics Degree from, James Madison University
44. Monte carlo method: determination of the value of pi  Program in FORTRAN
    Anirban Mudi, Department of Chemistry, I.I.T.Delhi, New Delhi

(c) John H. Mathews 2005