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the claim
Nonlinear dynamical systems exhibit the butterfly effect.
the verdict
SUPPORTED
the evidence backs this
refutedsupported
the weight of evidence
4 sources for · 0 against

Nonlinear dynamical systems frequently exhibit chaotic behavior characterized by extreme sensitivity to initial conditions, commonly known as the butterfly effect.

Evidence for · 4
2016 · cited by 331
Paper 0 establishes that chaotic nonlinear dynamical systems exhibit a very sensitive dependence on initial conditions.
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The analysis

The claim is a well-established foundational concept in the study of nonlinear dynamics and chaos theory. Multiple retrieved papers explicitly discuss or demonstrate sensitive dependence on initial conditions (the butterfly effect) in nonlinear systems.

More for · 3
2018 · cited by 211
Paper 1 connects quantum chaos and the butterfly effect in many-body systems to Lyapunov exponents.
2017 · cited by 8
Paper 3 proves the butterfly effect within the context of chaotic nonlinear differential equation systems like Lorenz.
2025 · cited by 0
Paper 7 evaluates a hyperchaotic map and explicitly demonstrates its instability and possession of the butterfly effect due to sensitive initial conditions.
The paper trail · every fact has a biography
first checked31 Jul 2026
judged → SUPPORTED · 9131 Jul 2026
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