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Problem:
Let Sn be the total assets of an insurance company at the end of year n. Suppose that in year n the company receives premiums of c and pays claims totaling ξn, where ξn are independent with Normal (µ, σ2) distribution, where 0 < µ < c. The company is ruined if its assets fall to 0 or below. Show
P (ruin) ≤ exp(-2(c - µ)S0/σ2)
Summary of problem:
This question is basically from Mathematics and it deals with calculation of an insurance company's total assets.
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