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I had to dig into some PhD level math for this one
So we have a prediction for you guys 👀
🎅Will Santa's delivery be on time or get delayed due to weather + reindeers + “logistics issues”?
Let τ be the delivery stopping time
Define system stress:
S(t) = σW(t) + J(t)
where W(t) is Brownian motion and J(t) a compound Poisson shock process
On time ⇔ P(τ > T₀) = E[ exp(−∫₀ᵀ₀ S(t) dt ) ]
Evaluating the moment generating bound ⇒ P ≈ 0.79
📊 Model outcome: Santa delivers on time
If I’m wrong, blame the reindeers🦌
What do you guys think? 👀🎄






