Noise
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The document describes a noise generation algorithm that produces pseudo-random numbers in a reproducible way. It generates values between -1.0 and 1.0 quickly and with a good distribution. The algorithm is then expanded to generate two random values Rx and Ry to calculate their average H for random sampling.
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Noise
- 2. R = 1.0-((x*(x*x*15731+789221)+1376312589)&7fffffff)/1073741824.0 Pseudo-random (reproducible results) Easily seeded Primed for good distribution -1.0 <= R <= 1.0 Computationally fast
- 5. R = 1.0-((x*(x*x*15731+789221)+1376312589)&7fffffff)/1073741824.0 Balsamiq Matt Bettinson loves this!
- 6. Rx = 1.0-((x*(x*x*15731+789221)+1376312589)&7fffffff)/1073741824.0 Ry = 1.0-((y*(y*y*13+597)+6312589)&7fffffff)/7491824.0 H = (Rx + Ry) / 2.0
- 7. Rx = 1.0-((x*(x*x*15731+789221)+1376312589)&7fffffff)/1073741824.0 Ry = 1.0-((y*(y*y*13+597)+6312589)&7fffffff)/7491824.0 H = (Rx + Ry) / 2.0
- 8. Rx = 1.0-((x*(x*x*15731+789221)+1376312589)&7fffffff)/1073741824.0 Ry = 1.0-((y*(y*y*13+597)+6312589)&7fffffff)/7491824.0 H = (Rx + Ry) / 2.0
- 9. Rx = 1.0-((x*(x*x*15731+789221)+1376312589)&7fffffff)/1073741824.0 Ry = 1.0-((y*(y*y*13+597)+6312589)&7fffffff)/7491824.0 H = (Rx + Ry) / 2.0
- 10. Rx = 1.0-((x*(x*x*15731+789221)+1376312589)&7fffffff)/1073741824.0 Ry = 1.0-((y*(y*y*13+597)+6312589)&7fffffff)/7491824.0 H = (Rx + Ry) / 2.0
- 11. ROAM
- 12. ROAM e = h / d2
- 14. ROAM