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Number of items: 12.

Article

Lory, Peter (1987) A multinephron model of the renal concentrating mechanism. Mathematical Modelling (8), pp. 597-598.

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

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

Lory, Peter and Horster, Michael and Gilg, Albert (1984) Determinants of axial osmotic gradients in the differentiating countercurrent system. American Journal of Physiology (246), F124-F132.

Lory, Peter and Hiltmann, P. (1983) On oxygen diffusion in a spherical cell with Michaelis-Menten oxygen uptake kinetics. Bulletin of Mathematical Biology (45), pp. 661-664.

Lory, Peter and Gilg, Albert and Horster, Michael (1983) Renal countercurrent system: role of collectingduct convergence and pelvic urea predicted from a mathematical model. Bulletin of Mathematical Biology (45), pp. 661-664.

Lory, Peter and Gilg, Albert and Horster, Michael (1981) Computation of renal osmotic work in a "passive" central core model incorporating medullary geometry and pelvic urea reflux. Pflügers Archiv - European Journal of Physiology (391), R27.

Lory, Peter and Gilg, Albert and Horster, Michael (1981) Influence of ion transport and cortico-medullary cytoarchitecture on solute concentrations in the differentiating kidney: predictions from a model simulation analysis. Pflügers Archiv - European Journal of Physiology (391), R16.

Lory, Peter (1980) Enlarging the domain of convergence for multiple shooting by the homotopy method. Numerische Mathematik (35), pp. 231-240.

Lory, Peter (1980) Numerical solution of a kidney model by multiple shooting. Mathematical Biosciences (50), pp. 117-128.

Lory, Peter and Diekhoff, H.-J. and Oberle, H.-J. and Pesch, H.-J. and Rentrop, P. and Seydel, R. (1977) Comparing routines for the numerical solution of initial value problems of ordinary differential equations in multiple shooting. Numerische Mathematik (27), pp. 449-469.

Book Section

Lory, Peter (1989) Numerical aspects of waveform relaxation. In: Dafermos, C. and Ladas, G. and Papanicolaou, G., (eds.) Differential Equations: Proceedings of the 1987 EQUADIFF-Conference. Marcel Dekker, New York, pp. 451-458. ISBN 0-8247-8077-9.

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