... XI8 Jump-Adapted Strong Approximations 3478.1 IntroductiontoJump-AdaptedApproximations 3478.2 Jump-AdaptedStrongTaylorSchemes 3508.3 Jump-AdaptedDerivative-Free Strong Schemes 3558.4 Jump-AdaptedDrift-ImplicitSchemes ... ∈{1, 2, ,m} . Again, we may, for instance, define the (j, k)-th time trans-formation byϕ j, k(t)=b2 j, k2c j, ke2c j, kt− 1(2.3.26)for t ∈ [0, ∞), b j, k> 0,c j, k> 0, and j ∈{1, ... 1, } with Δ>0andd × m- matrix 0 of zero elements.Here Ni+1∼ Nd m (0, I m ⊗Id) is a matrix of zero mean Gaussian distributedrandom variables. The covariance matrix I m ⊗Idis an m m diagonal...