- M. Hutzenthaler, A. Jentzen and M. Noll (2014): Strong convergence rates and temporal regularity for Cox-Ingersoll-Ross processes and Bessel processes with accessible boundaries, [arXiv 2014]
- M. Hutzenthaler and A. Jentzen (2014): On a perturbation theory and on strong convergence rates for stochastic ordinary and partial differential equations with non-globally monotone coefficients, [arXiv 2014]
- M. Hutzenthaler, A. Jentzen and X. Wang (2013): Exponential integrability properties of numerical approximation processes for nonlinear stochastic differential equations, [arXiv 2013]
- S. Cox, M. Hutzenthaler and A. Jentzen (2013): Local Lipschitz continuity in the initial value and strong completeness for nonlinear stochastic differential equations, [arXiv 2013]
- M. Hairer, M. Hutzenthaler and A. Jentzen (2015): Loss of regularity for Kolmogorov equations,
*Annals of Probability*43, no. 2, 468-527, [AOP], [arXiv 2012] - M. Hutzenthaler and A. Jentzen (2015): Numerical approximations of stochastic differential equations with non-globally Lipschitz continuous coefficients,
*Memoirs of the American Mathematical Society*236, no. 1112, [Memoirs AMS], [arXiv 2012] - M. Hutzenthaler, A. Jentzen and P.E. Kloeden (2013): Divergence of the multilevel Monte Carlo Euler method for nonlinear stochastic differential equations,
*Annals of Applied Probability*23, no. 5, 1913-1966, [AAP], [arXiv 2011] - M. Hutzenthaler, A. Jentzen and P.E. Kloeden (2012): Strong convergence
of an explicit numerical method for SDEs with nonglobally Lipschitz
continuous coefficients,
*Annals of Applied Probability*22, no. 4, 1611-1641, [AAP], [arXiv 2010] - M. Hutzenthaler and A. Jentzen (2011): Convergence of the Stochastic
Euler Scheme for Locally Lipschitz Coefficients,
*Foundations of Computational Mathematics*11, no 6, 657-706, [FoCM], [arXiv 2009]

- M. Hutzenthaler, A. Jentzen and P.E. Kloeden (2011): Strong and weak
divergence in finite time of Euler's method for stochastic differential
equations with non-globally Lipschitz continuous coefficients,
*Proceedings of the Royal Society A*vol 467 , no 2130, 1563-1576 [PRCA], [arXiv 2009]

- M. Hutzenthaler, Felix Jordan and Dirk Metzler (2015): Altruistic defense traits in structured populations,
[arXiv 2015]

- M. Hutzenthaler and Peter Pfaffelhuber (2015): Stochastic averaging for multiscale Markov processes with an application to branching random walk in random environement,
[arXiv 2015]

- M. Hutzenthaler (2012): Interacting diffusions and trees of excursions:
convergence and comparison,
*Electronic Journal of Probability*17, no 71, 1-49, [EJP], [arXiv 2011]

- C. Böinghoff and M. Hutzenthaler (2012): Branching diffusions in random
environment,
*Markov Processes Related Fields*18, no 2, 269-310, [arXiv 2011] - M. Hutzenthaler (2011): Supercritical branching diffusions in random
environment,
*Electronic Communications in Probability*16, no 69, 781-791,[ECP], [arXiv 2011]

- M. Hutzenthaler and J. Taylor (2010): Time reversal of
some stationary
jump diffusion processes from population genetics,
*Advances in Applied Probability*Vol 42, No 4, 1147-1171, [AdvAP],[arXiv 2010] - N. Berestycki, A.M. Etheridge and M. Hutzenthaler (2009): Survival,
extinction and ergodicity in a spatially continuous population model.
*Markov Processes Related Fields*15, no 3,265-288, [pdf]. - M. Hutzenthaler (2009): The Virgin
Island Model,
*Electronic Journal of Probability*14, no 39, 1117-1161, [EJP], [arXiv 2008] - R. Alkemper and M. Hutzenthaler (2007): Graphical representation of some
duality relations in stochastic population models,
*Electronic Communications in Probability*12, 206-220, [ECP], [arXiv 2007]; Classification of all basic mechanisms: [pdf] - M. Hutzenthaler and A. Wakolbinger (2007): Ergodic behaviour of locally
regulated branching populations,
*Annals of Applied Probability*17, no. 2, 474-501, [AAP], [arXiv 2005] - M. Hutzenthaler: Interacting locally regulated diffusions. Dissertation (2007). [pdf]

- M. Wittmann, M. Hutzenthaler, W. Gabriel and D. Metzler (2013): Ecological and genetic effects of introduced species on their native competitors,
*Theoretical Population Biology*84, 25-35, [TPB], [arXiv 2012]

- D. Hoffmann, M. Hutzenthaler, J. Seebach, M. Panning, A.
Umgelter, H. Menzel, U. Protzer and D. Metzler (2012): Norovirus GII.4 and GII.7 capsid
sequences undergo positive selection in chronically infected patients,
*Infection, Genetics and Evolution*12, no 2, 461-466 [IGE]