[ 1] Brow ne S. Optim al investm ent po lic ies fo r a firm w ith random risk process: exponentia l utility and m in im izing the probability
of ruin[ J] . M ath Oper Res, 1995, 20: 937-958.
[ 2] H ipp C, Plum M. Optim a l inv estm ent for insurers[ J] . Insurance: M ath Econom, 2000, 27: 215-228.
[ 3] H ipp C, Plum M. Optima l investm ent for investors w ith state dependent incom e, and for insurers[ J]. F inance and Stochastics,
2003, 7: 299-321.
[ 4] Schm idliH. Optim al proportional re insurance po licies in a dynam ic se tting[ J]. Scand A ctuar ia l J, 2001, 1: 55-68.
[ 5] Schm idliH. On m inim izing the ru in probability by investm ent and reinsurance[ J]. Ann App l Probab, 2002, 12: 890-907.
[ 6] Liu C, Yang H. Optim a l investm ent fo r a insurer to m inim ize its probability o f ru in[ J]. No rth Am er ican A cruarial Journa,l
2004, 8( 2): 11-31.
[ 7] Ge rberH, Sh iu E. Optim a l div idends: ana ly sis w ith Brown ian m otion[ J]. North Ame rican A ctuar ia l Journa,l 2004, 8( 1):
1-20.
[ 8] Liang Z. Optim a l proportiona l re insurance for contro lled r isk pro cess wh ich is perturbed by diffusion[ J]. A ctaM athem aticae
Applicatae Sinica: Eng lish Ser ies, 2007, 23( 3) : 477-488.
[ 9] Liang Z. Optim a l investm ent and re insurance for the jum p-d iffusion surplus process[ J]. A ctaM athem atica S in ica: Ch inese
Ser ies, 2008, 51( 6): 1 195-1 204.
[ 10] YangH, Zhang L. Optim a l investment for insurer w ith jum p-d iffusion risk process[ J] . Insurance: M a th Econom, 2005,
37: 615-634.
[ 11] W aters H. Ex cess o f loss re insurance lim its[ J]. Scand inav ian Actuaria l Journa ,l 1979, 1: 37-43.
[ 12] CentenoM L. M easuring the effects o f re insurance by the ad justm en t coe fficient[ J]. Insurance: M athema tics and E conomics,
1986, 5: 169-182.
[ 13] L iang Z, Guo J. Optim al proportional re insurance and ru in probability[ J]. StochasticM ode ls, 2007, 23( 2): 333-350.
[ 14] L iang Z, Guo J. Upper bound for ru in probab ilities unde r optim al investm ent and proportional reinsurance[ J]. App lied StochasticM
ode ls in Business and Industry, 2008, 24: 109-128.
[ 15] Irgens C, Paulsen J. Optim al contro l of risk exposure, re insurance and investm en ts fo r insurance portfolios[ J]. Insurance:
M ath Econom, 2004, 35: 21-51.
[ 16] Grande ll J. Aspects o f R isk Theo ry[M ]. New Yo rk: Springer-V erlag, 1991.
[ 17] M erton Robert C. Optimum consumption and pro tfo lio rules in a continuous tim em odel[ J]. Journal o f E conom ic Theory,
1971, 3: 373-413.
[ 18] Karatzas I. Optim iza tion problem s in the theory o f continuous trad ing [ J]. S IAM J Control and Optim, 1989, 7: 1 221-
1 259.
[ 19] GerberH. An Introduction toM athem atica l R isk Theory[M ]. Ph iladelph ia: S. S. H uebner Founda tion for Insurance Education,
1979.
[ 20] Cont R, Tankov P. Financ ialM ode llingW ith Jum p Processes[M ]. Boca Raton: Chapm an and H a ll/CRC F inanc ia lM athem
atics Series, 2003.
[ 21] F lem ingW H, R ishe l R W. Dete rm in istic and S to chastic Op tim a l Control[M ]. New Yo rk: Spr ing er-Ve rlag, 1975.