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FPCAS: In-Memory Floating Point Computations for Autonomous Systems

机译:FPCAS:自治系统的内存浮点计算

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Autonomous systems e.g., cars and drones generate vast amount of data from sensors that need to be processed in timely fashion to make accurate and safe decisions. Majority of these computations deal with Floating Point (FP) numbers. Conventional Von-Neumann computing paradigm suffers from overheads associated with data transfer. In-memory computing (IMC) can solve this challenge by processing the data locally. However, in-memory FP computing has not been investigated before. We propose F P arithmetic (adder/subtractor and multiplier) using Resistive RAM (ReRAM) crossbar based IMC. A novel shift circuitry is proposed to lower the shift overhead inherently present in the FP arithmetic. The proposed single precision FP adder consumes 335 pJ and 322 pJ for NAND-NAND and NOR-NOR based implementation for addition/subtraction, respectively. The proposed adder/subtractor improves latency, power and energy by 828X, 3.2X, and 3.7X, respectively, compared to MAGIC [1]. Furthermore, the proposed multiplier reduces energy per operation by 1.13X and improves performance by 4.4X compared to ReVAMP [2].
机译:自治系统,例如,汽车和无人机从需要及时处理的传感器产生大量数据,以便做出准确和安全的决策。这些计算的大多数计算浮点(FP)编号。传统的von-neumann计算范例遭受与数据传输相关的开销。内存计算(IMC)可以通过在本地处理数据来解决这一挑战。但是,之前还没有对内存进行FP计算。我们使用基于电阻RAM(RERAM)横杆的IMC提出F P算术(ADDER / SIMITRACTOR和乘法器)。提出了一种新的换档电路以降低固有地存在于FP算法中的移位开销。所提出的单精度FP加法器分别为NAND-NAND和NOR-NOR-NOR-NOR-NOR-NOR-NOR-NOR-NOR-NOR-NOR的添加/减法的PJ和322 PJ消耗335pj和322pj。与魔术相比,所提出的加法器/减法器分别将延迟,功率和能量提高828倍,3.2倍,3.7倍。此外,所提出的乘法器通过1.13x通过1.13x降低了每次操作的能量,并与Repamp相比,通过4.4x提高性能[2]。

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