Journal of Jianghan University(Natural Science Edition) ›› 2012, Vol. 40 ›› Issue (5): 11-15.
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GAO Ping
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Abstract: Consideres a diffusion perturbed Erlang(2) risk model with a constant dividend barrier, discusses the integro-differential equation with certain boundary conditions for M(x,y;b), the integral equation for M(x,y;b), obtaines the conditions under which M(x,y;b) is continuously differentiable through the integral equation.
Key words: Erlang(2) risk model, diffusion, dividend barrier, integro-differential equation, boundary condition
CLC Number:
O211
GAO Ping. Several Conclusions about the Erlang(2) Risk Model[J]. Journal of Jianghan University(Natural Science Edition), 2012, 40(5): 11-15.
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