Prof. Dr. Peter Lory

Professor - aktiv

Position / Amtsbezeichnung
Lehrstuhlinhaber
Universität
Universität Regensburg
Fachbereich
Wirtschaftswissenschaftliche Fakultät
Institut
Institut für Wirtschaftsinformatik
Arbeitsbereiche
Wirtschaftsinformatik und Wirtschaftsmathematik
Land
Deutschland
Ort / PLZ
93053 Regensburg
Strasse
Universitätsstraße 31
Telefon
0941-9432721
FAX
0941-9432575

Veröffentlichungen

A process-oriented model for authentication on the basis of a coloured Petri net. In W.M.P. van der Aalst, A. ter Hofstede, and M. Weske (eds.), Proceedings of the International Conference on Business Process Management 2003 (BPM'2003), Lecture Notes in Computer Science, Berlin, Springer-Verlag, 2003, to appear.

Neural networks for two-group classification problems with monotonicity hints (with D. Gietl). In: R. Decker, W. Gaul (eds.), Classification and Information Processing at the Turn of the Millennium, Berlin, Springer-Verlag, 2000, pages 113-118.

Short-cut distillation columns based on orthogonal polynomials of a discrete variable. IMA Journal of Mathematics Applied in Business and Industry 10, 1999, pages 117-126.

Hahn polynomials and the efficient modelling of fractionation. In F. Keil, W. Mackens, H. Voß, J. Werther (eds.), Scientific Computing in Chemical Engineering II, Berlin, Springer-Verlag, 1999, pages 176-183.

Short-cut distillation columns: a mathematical approach. ZAMM 78, Supplement 3, 1998, pages 999-1000, (GAMM 97 annual meeting).

Learning vector quantization and monotonicity. In R. Felix (eds.), Proceedings of the Third European Workshop on Fuzzy Decision Analysis and Neural Networks for Management, Planning and Optimization (EFDAN'98), Dortmund: Fuzzy Demonstrationszentrum, 1998, pages 122-130.

Mathematical models in process engineering. Nonlinear Analysis, Theory, Methods & Applications 30, 1997, pages 4965-4972.

Stationary and dynamic flowsheeting in the chemical engineering industry (with E. Eich, P. Burr, A. Kröner). Surveys on Mathematics for Industry 7, 1997, pages 1-28.

Modellierung und numerische Simulation in der chemischenVerfahrenstechnik (with E. Eich, P. Burr, A. Kröner). In: A. Bachem, M. Jünger, R. Schrader (eds.),Mathematik in der Praxis - Fallstudien aus Industrie, Wirtschaft, Naturwissenschaften und Medizin, Berlin, Springer-Verlag, 1995, pages 61-85.

Recent advances in the modelling of renal function.Technology and Health Care, Conference Issue of the Second European Conference on Engineering and Medicine 1993, 1993, pages 166-167.

A mathematical modelling technique for renal counterflow systems. Applied Mathematics Letters 6, 1993, pages 83-87.

The kidney model as an inverse problem (with M. Breinbauer). Applied Mathematics and Computation 44, 1991, pages 195-223.

Simulation of VLSI-circuits: relaxation techniques. In: J. Manley et al. (eds.), Proceedings of the Third EuropeanConference on Mathematics in Industry (ECMI), Stuttgart: KluwerAcademic Publishers and B. G. Teubner, 1990, pages 409-414.

Numerical aspects of waveform relaxation. In: C. Dafermos, G. Ladas, G. Papanicolaou (eds.), Differential Equations: Proceedings of the 1987 EQUADIFF-Conference, New York: Marcel Dekker, 1989, pages 451-458.

Simulation of integrated circuits: numerical techniques. Mathematical and Computer Modelling 11, 1988, pages 858-863.

Effectiveness of a salt transport cascade in the renal medulla: computer simulations. American Journal of Physiology 252, 1987, F1095-F1102.

A multinephron model of the renal concentrating mechanism. Mathematical Modelling 8, 1987, pages 597-598.

Active NaCl transport into the descending limbs ofHenle's loops (DLH) enhances the NaCl concentration gradient in the renal inner medulla. Pflügers Archiv - European Journal of Physiol. 405, 1985, R35.

Determinants of axial osmotic gradients in the differentiating countercurrent system (with M. Horster and A. Gilg). American Journal of Physiology 246, 1984, F124-F132.

On oxygen diffusion in a spherical cell with Michaelis-Menten oxygen uptake kinetics (with P. Hiltmann). Bulletin of Math. Biol. 45, 1983, pages 661-664.

Renal countercurrent system: role of collectingduct convergence and pelvic urea predicted from a mathematical model (with A. Gilg and M. Horster). Journal of Math. Biol. 16, 1983, pages 281-304.

Computation of renal osmotic work in a "passive" central core model incorporating medullary geometry and pelvic urea reflux (with A. Gilg and M. Horster). Pflügers Archiv - European Journal of Physiol. 391, 1981, R27.

Influence of ion transport and cortico-medullarycytoarchitecture on solute concentrations in the differentiating kidney: predictions from a model simulation analysis (with M. Horster and A. Gilg). Pflügers Archiv - European Journal of Physiol. 391, 1981, R16.

Enlarging the domain of convergence for multiple shooting by the homotopy method. Numer. Math. 35, 1980, pages 231-240.

Numerical solution of a kidney model by multiple shooting. Math. Biosci. 50, 1980, pages 117-128.

Comparing routines for the numerical solution of initial value problems of ordinary differential equations in multiple shooting (with H.-J. Diekhoff, H.-J. Oberle, H.-J. Pesch,P. Rentrop, R. Seydel).Numer. Math. 27, 1977, pages 449-469.

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