August 22, 2026Open Access
The Mathematics of Boredom: Formalising Predictability, Entropy Collapse, and the Terminal Interest Decay Equation
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Implication
Theoretical analysis models cognitive decay and entropy collapse in mathematical writing, demonstrating how complete predictability triggers rapid interest loss.
Key Points
- Formally model boredom as a mathematical cognitive decay process driven by system predictability, entropy collapse, and novelty exhaustion.
- Formulated mathematical operators and functions including an exponential interest decay function, quadratic boredom intensity, and Shannon paper entropy.
- Integrated a novelty-decay operator and a zero-feedback term to define the theoretical boredom singularity.
- Defined the theoretical boredom singularity at approximately t* ≈ 0.09 seconds, marking the point where interest drops below machine precision.
- Established the Terminal Boredom Theorem, demonstrating that paper entropy collapses toward zero as unpredictability vanishes.
Cite This Study
Matthew Arthur Carlo (2026) studied this question.