The analysis of discrete-time two-valued processes is often addressed assuming they have at most the memory of one step in the past. We here relax this assumption and propose a generator of antipodal stochastic processes which relies on a linear probability feedback that implies a memory equal to that of the feedback Alter. For such a scheme an explicit spectrum formula is derived as well as a synthesis procedure going from a special type of spectrum specification to feedback filter design.

Linear probability feedback processes

ROVATTI, RICCARDO;VITALI, STEFANO
2008

Abstract

The analysis of discrete-time two-valued processes is often addressed assuming they have at most the memory of one step in the past. We here relax this assumption and propose a generator of antipodal stochastic processes which relies on a linear probability feedback that implies a memory equal to that of the feedback Alter. For such a scheme an explicit spectrum formula is derived as well as a synthesis procedure going from a special type of spectrum specification to feedback filter design.
2008
Proceedings of ISCAS 2008
548
551
R. Rovatti; G. Mazzini; G. Setti; S. Vitali
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/70149
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