Current Iterant State
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Collatz Function:
f(n) = { 3n + 1 if n is odd, n/2 if n is even }
Iterant Evolution:
ηk[n, f(n)] = [fk(n), fk+1(n)]
Trend Analysis:
base = η⁰ (initial state)
high (1) = bn > bn-1
low (0) = bn < bn-1
f(n) = { 3n + 1 if n is odd, n/2 if n is even }
Iterant Evolution:
ηk[n, f(n)] = [fk(n), fk+1(n)]
Trend Analysis:
base = η⁰ (initial state)
high (1) = bn > bn-1
low (0) = bn < bn-1
η Steps
0
Current Energy E([a,b])
0
Energy Level (b value)
Value Graph & Binary Pattern
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Collatz Sequence & Iterant Pairs
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