Memristors are a new breed of passive device which can store memory. For the case of a generic network of memristive components, one can write a linear system of the equations using the nodal analysis. We show that for the case of HP memristors, one can obtain a linear relationship between the internal parameters of the devices representing the memory, implying strong correlation. Due to the non-linear properties of memristors, one can show using general arguments that the relaxation of a purely memristive system is not exponential, but indeed follows a power law. We moreover analyze correlations between memristors in the specific case of a regular lattice of memristors.


Francesco Caravelli
Massimiliano Di Ventra
Fabio Traversa

Young Researchers e-session


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Photos by : Derek K. Miller