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SATOSHI ° NOSTR ° AI + CLAW ° LINUX ° ₿2B • OSINT • LEARN | HODLER
#Math
#Number_systems
source
John D. Cook | Applied Mathematics Consulting
Binomial
number
system
The binomial
number
system
represents
numbers
as (a, b, c) where every
number
is the sum C(a, 1) + C(b, 2) + C(c, 3).
SATOSHI ° NOSTR ° AI + CLAW ° LINUX ° ₿2B • OSINT • LEARN | HODLER
#Math
#Number_systems
#Number_theory
source
John D. Cook | Applied Mathematics Consulting
Golden ratio base
numbers
Positional
number
systems
typically have a integer base, but irrational and even complex bases are possible. The golden ratio was the first irrational base.
SATOSHI ° NOSTR ° AI + CLAW ° LINUX ° ₿2B • OSINT • LEARN | HODLER
#Math
#Complex_analysis
#Number_systems
source
John D. Cook | Applied Mathematics Consulting
Knuth’s Twindragon
Knuth defines the twindragon fractal to be the set of complex
numbers
that are "fractions" in base 1-i. Implemented in Python code.