文件名称:code
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Due to its high modularity and carry-free addition, a redundant
binary (RB) representation can be used when designing high performance
multipliers. The conventional RB multiplier requires an additional RB partial
product (RBPP) row, because an error-correcting word (ECW) is generated
by both the radix-4 Modified Booth encoding (MBE) and the RB encoding.
This incurs in an additional RBPP accumulation stage for the MBE multiplier.
In this paper, a new RB modified partial product generator (RBMPPG) is
proposed; it removes the extra ECW and hence, it saves one RBPP
accumulation stage.
binary (RB) representation can be used when designing high performance
multipliers. The conventional RB multiplier requires an additional RB partial
product (RBPP) row, because an error-correcting word (ECW) is generated
by both the radix-4 Modified Booth encoding (MBE) and the RB encoding.
This incurs in an additional RBPP accumulation stage for the MBE multiplier.
In this paper, a new RB modified partial product generator (RBMPPG) is
proposed; it removes the extra ECW and hence, it saves one RBPP
accumulation stage.
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下载文件列表
code\adder.v
code\code .exe
code\comp.v
code\compressor.docx
code\compressor.v
code\fa.v
code\ha.v
code\multipler.v
code\multipler8.txt
code\multipler8.v
code\multipler8x8.v
code\mux.v
code\rca15.v
code\xor1.v
code
code\code .exe
code\comp.v
code\compressor.docx
code\compressor.v
code\fa.v
code\ha.v
code\multipler.v
code\multipler8.txt
code\multipler8.v
code\multipler8x8.v
code\mux.v
code\rca15.v
code\xor1.v
code
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