Full Professor of Mathematics for Economics and social sciences
e-mail: gian.bischi@uniurb.it
University of Urbino "Carlo Bo" - DESP-Department of Economics, Society, Politics
via Saffi n.42  ,  61029 URBINO (Italy)
Home: via Gorizia 12, 61033 Fermignano 
tel. (+39)0722 305553, mobile (+39)333 1866284, home: (+39)0722 330434

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Research papers

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  • E. Beretta, Bischi G.I. and F. Solimano (1992). "An optimal control problem for the administration of a drug by using red blood cells as bioreactors". 326 247-253. In Advances in Experimental Medicine and Biology, vol.326: The use of resealed erythrocytes as carriers and bioreactors, M. Magnani and J.R. DeLoach (Eds.), Plenum Publishing Company. [More info] [BibTex]

  • Bischi G.I. (1992). "Effects of time lags on transient characteristics of a nutrient cycling model". Mathematical Biosciences. 109 151-175. [More info] [pdf] [BibTex]


  • Bischi G.I., Solimano F. and Magnani M. (1991). A three-compartment mathematical model for drug administration by using red blood cells as bioreactors. 81 17-27. In Resealed erythrocytes as carriers and bioreactors, R. Green and J.R. DeLoach (Eds.) (Eds.), Pergamon Press. [More info] [BibTex]


  • Beretta E., Bischi G.I., Solimano F. (1990). Stability in chemostat equations with delayed nutrient recycling. Journal of Mathematical Biology. 28 99-111. [More info] [pdf] [BibTex]

  • Solimano F., Bischi G.I., Bianchi M., Rossi L., Magnani M. (1990). A nonlinear three-compartment model for the administration of 2’,3’-Dideoxycytidine by using red blood cells as bioreactors. Bulletin of Mathematical Biology. 52 785-796. [More info] [BibTex]


  • Beretta E. and Bischi G.I. (1989). Stability and Hopf bifurcations in some nutrient-species models with nutrient cycling and time lags. 175-181. In Biomedical Modelling and Simulations, Levine and Eisenfeld (Eds.) (Eds.), J.C. Baltzer AG Scientific Publishing Co.. [More info] [BibTex]


  • Beretta E, Bischi G.I., Solimano F. (1988). Oscillations in a system with material cycling. Journal of Mathematical Biology. 26 143-167 . [More info] [pdf] [BibTex]

  • Beretta E., Bischi G.I., Solimano F. (1988). Oscillations of a biotic species feeding on an abiotic resource. 121-131. In Biomathematics and Related Computational Problems, L.M. Ricciardi (Ed.): (Eds.), Kluwer Academic Publishers. [More info] [BibTex]

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