Complex Optimal Policies in an Advertising Diffusion Model

Dawid H, Feichtinger G (1995)
Chaos, Solutions & Fractals 5(1): 45-53.

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In this paper we analyse a one state dynamic programming model, which has been frequently used in marketing. Using a variation of the Boldrin-Montrucchio technique for the inverse problem we are able to construct a separable return function, which guarantees that the optimal policy shows topological chaos.
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Dawid H, Feichtinger G. Complex Optimal Policies in an Advertising Diffusion Model. Chaos, Solutions & Fractals. 1995;5(1):45-53.
Dawid, H., & Feichtinger, G. (1995). Complex Optimal Policies in an Advertising Diffusion Model. Chaos, Solutions & Fractals, 5(1), 45-53.
Dawid, H., and Feichtinger, G. (1995). Complex Optimal Policies in an Advertising Diffusion Model. Chaos, Solutions & Fractals 5, 45-53.
Dawid, H., & Feichtinger, G., 1995. Complex Optimal Policies in an Advertising Diffusion Model. Chaos, Solutions & Fractals, 5(1), p 45-53.
H. Dawid and G. Feichtinger, “Complex Optimal Policies in an Advertising Diffusion Model”, Chaos, Solutions & Fractals, vol. 5, 1995, pp. 45-53.
Dawid, H., Feichtinger, G.: Complex Optimal Policies in an Advertising Diffusion Model. Chaos, Solutions & Fractals. 5, 45-53 (1995).
Dawid, Herbert, and Feichtinger, G. “Complex Optimal Policies in an Advertising Diffusion Model”. Chaos, Solutions & Fractals 5.1 (1995): 45-53.
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