2018
DOI: 10.1063/1.5042462
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Perspective on training fully connected networks with resistive memories: Device requirements for multiple conductances of varying significance

Abstract: Novel Deep Neural Network (DNN) accelerators based on crossbar arrays of non-volatile memories (NVMs)—such as Phase-Change Memory or Resistive Memory—can implement multiply-accumulate operations in a highly parallelized fashion. In such systems, computation occurs in the analog domain at the location of weight data encoded into the conductances of the NVM devices. This allows DNN training of fully-connected layers to be performed faster and with less energy. Using a mixed-hardware-software experiment, we recen… Show more

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Cited by 33 publications
(23 citation statements)
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“…The only exception is represented by novel Li-ion devices, which appear to be very promising, with a simulated performance of around 98% [119], even though the necessary technology maturity and high-density integration have not been reached yet. Alternatively, more complex structures, including multiple pair of memristive devices, such as PCM and RRAM, could mitigate the need for high linearity, but at the expense of a lower integration density [176].…”
Section: Discussionmentioning
confidence: 99%
“…The only exception is represented by novel Li-ion devices, which appear to be very promising, with a simulated performance of around 98% [119], even though the necessary technology maturity and high-density integration have not been reached yet. Alternatively, more complex structures, including multiple pair of memristive devices, such as PCM and RRAM, could mitigate the need for high linearity, but at the expense of a lower integration density [176].…”
Section: Discussionmentioning
confidence: 99%
“…[28] The model captures the "s-shaped" conductance versus pulse profile that is typical in PCM as well as interdevice (device-to-device) and intradevice (cycle-to-cycle) variations. [28] The model captures the "s-shaped" conductance versus pulse profile that is typical in PCM as well as interdevice (device-to-device) and intradevice (cycle-to-cycle) variations.…”
Section: Pcm Conductance Modelmentioning
confidence: 99%
“…[28] The model captures the "s-shaped" conductance versus pulse profile that is typical in PCM as well as interdevice (device-to-device) and intradevice (cycle-to-cycle) variations. To describe the shape of the conductance increase, a "Jump Table" [28] approach is employed (see Figure 2a). To describe the shape of the conductance increase, a "Jump Table" [28] approach is employed (see Figure 2a).…”
Section: Pcm Conductance Modelmentioning
confidence: 99%
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