1. P. Deuflhard: Differential Equations in Technology and Medicine. Computational Concepts, Adaptive Algorithms, and Virtual Labs. Computational Mathematics Driven by Industrial Problems. Lecture Notes in Mathematics 1739, Springer-Verlag, pp. 69-125 (2000).

  2. J. Fröhlich, P. Deuflhard: Moving Weight Galerkin Methods for Turbulent Reactive Flows. In: H. Neunzert (ed.), ``Topics in Industrial Mathematics'', Proc. 8th Conference of the European Consortium for Mathematics in Industry (ECMI 94), Wiley & Teubner Publishers, pp. 176-184 (1996).

  3. P. Deuflhard, M. Wulkow: Simulationsverfahren für die Polymerchemie. In: Bachem/Jünger/Schrader (eds.), Mathematik in der Praxis, Springer-Verlag, pp. 117-136 (1995)

  4. P. Deuflhard, J. Ackermann: Adaptive Discrete Galerkin-Methods for Macromolecular Processes. In: H.P. Dikshit, C.A. Michelli (eds.), Advances in Computational Mathematics, World Scientific Publishing Co., Inc., pp. 59-72 (1994).

  5. M. Wulkow, P. Deuflhard: Towards an Efficient Computational Treatment of Heterogeneous Polymer Reactions. In: S. O. Fatunla (ed.), Computational Ordinary Differential Equations. University Press, Nigeria, pp. 287?-306 (1992).

  6. P. Deuflhard, U. Nowak, M. Wulkow: Recent Developments in Chemical Computing. Computers in Chemical Engineering 14, pp. 1249-1258 (1990).

  7. P. Deuflhard, M. Wulkow: Computational Treatment of Polyreaction Kinetics by Orthogonal Polynomials of a Discrete Variable. IMPACT Comp. Sci. Eng.1, pp. 269-301 (1989).