This paper proposes the use of Cellular Non-Linear Networks (CNNs) as physical uncloneable
functions (PUFs). We argue that analog circuits o®er higher security than existing digital PUFs
and that the CNN paradigm allows us to build large, unclonable, and scalable analog PUFs, which
still show a stable and repeatable input output behavior.
CNNs are dynamical arrays of locally-interconected cells, with a cell dynamics that depends
upon the interconnection strengths to their neighbors. They can be designed to evolve in time
according to partial di®erential equations. If this equation describes a physical phenomenon, then
the CNN can simulate a complex physical system on-chip. This can be exploited to create electrical
PUFs with high relevant structural information content.
To illustrate our paradigm at work, we design a circuit that directly emulates nonlinear wave
propagation phenomena in a random media. It e®ectively translates the complexity of optical PUFs
into electrical circuits.
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This paper proposes the use of Cellular Non-Linear Networks (CNNs) as physical uncloneable
functions (PUFs). We argue that analog circuits o®er higher security than existing digital PUFs
and that the CNN paradigm allows us to build large, unclonable, and scalable analog PUFs, which
still show a stable and repeatable input output behavior.
CNNs are dynamical arrays of locally-interconected cells, with a cell dynamics that depends
upon the interconnection strengths to their neighbors. They ca...
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