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A New Efficient Explicit Scheme of Order $1.5$ for SDE with Super-linear Drift Coefficient
Tejinder Kumar, Chaman Kumar · 2018-05-21 · via math.PR updates on arXiv.org

We propose a new explicit numerical scheme for stochastic differential equation with super-linearly growing drift and linearly growing diffusion coefficients which are also twice continuously differentiable. The rate of strong convergence in $\mathcal{L}^p$-norm is shown to be equal to $1.5$. Moreover, the scheme is computationally more efficient that the corresponding scheme available in the literature.

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