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8 citing Desmond J. Higham and Peter Kloeden Convergence and stability of implicit methods for jump-diffusion systems. Int. J. Numer. Anal. Mod., 3 (2006), pp. 125-140. Abstract

Mordecki E, Szepessy A, Tempone R, et al. Adaptive weak approximation of diffusions with jumps SIAM J NUMER ANAL, 46, 4(2007), pp. 1732-1768

Carbonell F, Jimenez JC Weak local linear discretizations for stochastic differential equations with jumps J APPL PROBAB, 45, 1(2008), pp. 201-210

Wang LS, Mei CL, Xue H The semi-implicit Euler method for stochastic differential delay equation with jumps APPL MATH COMPUT, 192, 2(2007), pp. 567-578

Chalmers GD, Higham DJ Convergence and stability analysis for implicit simulations of stochastic differential equations with random jump magnitudes DISCRETE CONT DYN-B, 9, 1(2008), pp. 47-64

Li TJ Analysis of explicit tau-leaping schemes for simulating chemically reacting systems MULTISCALE MODELING & SIMULATION, 6, 2(2007), pp. 417-436

Higham DJ, Kloeden PE Strong convergence rates for backward Euler on a class of nonlinear jump-diffusion problems J COMPUT APPL MATH, 205, 2(2007), pp. 949-956

Bruti-Liberati N, Platen E Strong approximations of stochastic differential equations with jumps J COMPUT APPL MATH, 205,  2(2007), pp. 982-1001

Burrage K, Mac S, Tian TH Accelerated leap methods for simulating discrete stochastic chemical kinetics POSITIVE SYSTEMS, PROCEEDINGS, 341, 359-366(2006)