The idea of performing multiplication of n-bit binary numbers using a hardware based on residue number systems is considered. This paper develops the design of a VLSI chip deriving area and time upper bounds of an-bit multiplier. To perform multiplication using residue ari thmetic, numbers are converted from binary to residue representation and, after residue multiplication, the result is reconvert- ed to the original notation. It is shown that the proposed design requires an 2 area A=O(n log n) and an execution time 2 T=O(log n).
A VLSI binary multiplier using residue number systems
1982
Abstract
The idea of performing multiplication of n-bit binary numbers using a hardware based on residue number systems is considered. This paper develops the design of a VLSI chip deriving area and time upper bounds of an-bit multiplier. To perform multiplication using residue ari thmetic, numbers are converted from binary to residue representation and, after residue multiplication, the result is reconvert- ed to the original notation. It is shown that the proposed design requires an 2 area A=O(n log n) and an execution time 2 T=O(log n).File in questo prodotto:
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