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Quantifying the degree of average contraction of Collatz orbits
Timoteo Carletti
, Duccio Fanelli
Namur Institute for Complex Systems
Unite de recherche en mathematiques appliquees et complexite
Research output
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Working paper
39
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Dive into the research topics of 'Quantifying the degree of average contraction of Collatz orbits'. Together they form a unique fingerprint.
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Mathematics
Periodic Orbit
100%
Modulo
100%
Positive Integer
100%
Classes
66%
Congruence
66%
Fixed Points
33%
Markov Chain
33%
Measures
33%
Original Map
33%
Cycles
33%
Transition Probability
33%
Integer
33%
Equilibrium Distribution
33%
Stochastic System
33%
Finite-Dimensional Space
33%