Resistive Threshold Logic

  title={Resistive Threshold Logic},
  author={A. P. James and Linu Rose V. J. Francis and D. Kumar},
  journal={IEEE Transactions on Very Large Scale Integration (VLSI) Systems},
We report a resistance-based threshold logic family useful for mimicking brain-like large variable logic functions in VLSI. A universal boolean logic cell based on an analog resistive divider and threshold logic circuit is presented. The resistive divider is implemented using memristors, and provides output voltage as a summation of weighted product of input voltages. The output of the resistive divider is converted into a binary value by a threshold operation implemented by CMOS inverter and… Expand
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  • 223
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  • 666
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  • 1,120
  • PDF
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  • 601
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  • 2,622
  • PDF
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  • 20
  • PDF
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  • 67
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  • 162
A Method for Generating Prime Implicants of a Boolean Expression
  • H. Hwa
  • Mathematics, Computer Science
  • IEEE Transactions on Computers
  • 1974
  • 21
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  • 40