FPAD: A Multistage Approximation Methodology for Designing Floating Point Approximate Dividers.
Chandan Kumar JhaKailash PrasadVibhor Kumar SrivastavaJoycee MekiePublished in: ISCAS (2020)
Keyphrases
- multistage
- floating point
- fixed point
- square root
- production system
- dynamic programming
- single stage
- lot sizing
- sparse matrices
- stochastic optimization
- stochastic programming
- instruction set
- optimal policy
- capacity expansion
- floating point arithmetic
- multistage stochastic
- fast fourier transform
- interconnection networks
- approximation algorithms
- data access
- markov random field