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  4. Fast and Scalable MAGIC-Based Wallace Tree Multiplier for In-Memory Computing
 
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2025
Conference Paper
Title

Fast and Scalable MAGIC-Based Wallace Tree Multiplier for In-Memory Computing

Abstract
The growing demand for high-performance, realtime computation in data-intensive applications is increasingly constrained by the Von Neumann bottleneck. In-memory computing (IMC), particularly through memristor-based technologies such as Memristor-Aided loGIC (MAGIC), offers a promising solution by enabling logic operations directly within memory arrays. While prior research has demonstrated basic Boolean logic with memristors, arithmetic operations such as multiplication remain latency-bound due to sequential logic execution and inefficient crossbar utilization. This work introduces a scalable and efficient MAGIC-based Wallace Tree multiplier architecture tailored for in-memory computing. By integrating an optimized 3:2 compressor and leveraging a state-of-the-art synthesis-tomicro-operation mapping tool, our approach significantly reduces latency and improves parallelism within memristor crossbars. Experimental evaluations across 4- to 64-bit unsigned Wallace Tree multipliers show consistent improvements in speed and scalability. The proposed architecture presents a practical and fully scalable design for next-generation in-memory arithmetic systems.
Author(s)
Nabipour, Saeideh
DFKI GmbH, Cyber-Physical Systems
Datta, Kamalika
DFKI GmbH, Cyber-Physical Systems
Kole, Abhoy
DFKI GmbH, Cyber-Physical Systems
Shirinzadeh, Saeideh  orcid-logo
Fraunhofer-Institut für System- und Innovationsforschung ISI  
Drechsler, Rolf
DFKI GmbH, Cyber-Physical Systems
Mainwork
Cross-Disciplinary Conference on Memory-Centric Computing, CCMCC 2025  
Conference
Cross-Disciplinary Conference on Memory-Centric Computing 2025  
DOI
10.1109/CCMCC67628.2025.11380559
Language
English
Fraunhofer-Institut für System- und Innovationsforschung ISI  
Keyword(s)
  • In-Memory Computing

  • Wallace Tree Multiplier

  • Memristor

  • MAGIC Design Style

  • Low-Latency Arithmetic

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