X-based resistive random a'/> Simulated Annealing Algorithm ReRAM Device Co-optimization for Computation-in-Memory
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Simulated Annealing Algorithm ReRAM Device Co-optimization for Computation-in-Memory

机译:用于计算内存的模拟退火算法和RERAM设备共同优化

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This paper co-optimizes simulated annealing (SA) algorithm and 40 nm TaOX-based resistive random access memory (ReRAM) for computation-in-memory (CiM) to solve combinatorial optimization problems such as the knapsack problem. SA in ReRAM CiM promises low power consumption, high throughput, and high scalability. However, in ReRAM, bit-error occurs and ‘Current window’ becomes small. First, to overcome ReRAM device problems under high stress condition, Adaptive Endurance Relaxation (AER) is proposed to adaptively change the interval of relaxation based on Set/Reset cycles. By applying AER to ReRAM, Bit-Error Rate (BER) decreases by 100% and the current window increases by 21.2%. Second, SA algorithm mapping to ReRAM-based CiM is proposed. SA algorithm mapping enables ReRAM CiM to calculate Hamiltonian, which is equivalent to Ising model. By combining two proposals, SA Algorithm and Device Co-optimization (ADCO) improves the acceptable bit precision by 2 bits and the acceptable BER twice.
机译:本文共同优化了模拟退火(SA)算法和40 nm tao x 基于电阻随机存取存储器(RERAM),用于计算内存(CIM)以解决组合优化问题,例如背包问题。 RERAM CIM中的SA承诺低功耗,高吞吐量和高可扩展性。但是,在reram中,发生位错误,并且“当前窗口”变小。首先,为了在高应力条件下克服Reram设备问题,提出了基于设定/复位循环自适应地改变松弛间隔的自适应耐久性弛豫。通过将Aer应用于Reram,误码率(BER)减少100%,当前窗口增加21.2%。其次,提出了基于Reram的CIM映射的SA算法映射。 SA算法映射使Reram CIM能够计算Hamiltonian,其等同于ising模型。通过组合两个提案,SA算法和设备协同优化(ADCO)通过2位和可接受的BER提高可接受的比特精度。

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