Chaotic dynamics in nanoscale NbO2 Mott memristors for analogue computing
Chaotic dynamics in nanoscale NbO2 Mott memristors for analogue computing
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DOI:
10.1038/nature23307
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发表时间:
2017-08-17
期刊:
影响因子:
64.8
通讯作者:
Williams, R. S. Tanley
中科院分区:
文献类型:
--
作者:
Kumar, Suhas;Strachan, John Paul;Williams, R. S. Tanley
At present, machine learning systems use simplified neuron models that lack the rich nonlinear phenomena observed in biological systems, which display spatio-temporal cooperative dynamics. There is evidence that neurons operate in a regime called the edge of chaos(1) that may be central to complexity, learning efficiency, adaptability and analogue (non-Boolean) computation in brains(2-7). Neural networks have exhibited enhanced computational complexity when operated at the edge of chaos(2), and networks of chaotic elements have been proposed for solving combinatorial or global optimization problems(8). Thus, a source of controllable chaotic behaviour that can be incorporated into a neural-inspired circuit may be an essential component of future computational systems. Such chaotic elements have been simulated using elaborate transistor circuits that simulate known equations of chaos(9-12), but an experimental realization of chaotic dynamics from a single scalable electronic device has been lacking(5,6,13). Here we describe niobium dioxide (NbO2) Mott memristors each less than 100 nanometres across that exhibit both a nonlinear-transport-driven current-controlled negative differential resistance and a Mott-transition-driven temperature-controlled negative differential resistance. Mott materials have a temperature-dependent metal-insulator transition that acts as an electronic switch, which introduces a history-dependent resistance into the device. We incorporate these memristors into a relaxation oscillator(14) and observe a tunable range of periodic and chaotic self-oscillations(15). We show that the nonlinear current transport coupled with thermal fluctuations at the nanoscale generates chaotic oscillations. Such memristors could be useful in certain types of neural-inspired computation by introducing a pseudo-random signal that prevents global synchronization and could also assist in finding a global minimum during a constrained search. We specifically demonstrate that incorporating such memristors into the hardware of a Hopfield computing network can greatly improve the efficiency and accuracy of converging to a solution for computationally difficult problems.