Structured Random Generator

This uses your function

y = ((sin(x^(1/n))+err1)/(sin(x^(1/(n+1)))+err2+δ)) + ((cos(x^(1/n))+err3)/(cos(x^(1/(n-1)))+err4+δ))

with small random perturbations, integer mapping, prime analysis, and feedback mode where the previous output can become the next x.

n (must be greater than 1)

Error size

0.0050

Stabiliser δ

0.000100

Output mode

Integer / binary ceiling

Try 255, 1023, 65535, or 1048575 for different binary widths.

Feedback mode

Feedback damping

1.00

Lower values soften the jump in x between iterations.

Model
y(x,n)=
((sin(x^(1/n))+err1)/(sin(x^(1/(n+1)))+err2+δ)) + ((cos(x^(1/n))+err3)/(cos(x^(1/(n-1)))+err4+δ))

Output

Raw y

Mapped [0,1]

Sine Ratio

Cosine Ratio

Errors

Integer / Binary

Prime Status

Nearest Primes

Structured Random Generator

Output

Binary Stream

History