A regular layout structured multiplier based on weighted carry-save adders[C]/ / Proc of IEEE In- ternational Conference on Computer Design. 1999: 243-248.PARK B I,PARK I C,KYUNG C M.A regular layout structuredmultiplier based on weighted carry-save adders[C]//Proc of IEEE In-ter...
In this paper, we use multiple parallel carry-select adders (CSAs) or quantum RCAs to construct the sum path. Overall we show that various quantum adders can be categorized as qubit count(QC), T-count, T-depth, similar to Harris’ classification of classical adders15. Method In this secti...
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A systematic method of implementing a VLSI parallel adder is presented. A family of adders based on a modular design is defined. The design uses three type... BWY Wei,CD Thompson - 《IEEE Transactions on Computers》 被引量: 125发表: 1990年 Regular, area-time efficient carry-lookahead adders...
The ART2-based implementation of AJC took a total of 4 engineer-months from agreement of specification to signoff of the generated Verilog RTL for synthesis and layout. AJC used approximately 63% of the logic and 67% of the memory required for AEJE (excluding the eight-line buffer) – givi...
The pipelined array consists of a small tree of 4:2 adders. The 4:2 tree is better suited than a Wallace tree for a VLSI implementation because it is a more regular structure. A 4:2 carry-save accumulator at the bottom of the array is used to iteratively accumulate partial products, ...
A high speed multiplier and divider for MOS LSI based on a new algorithm is presented. When we implement the multiplier and the divider in LSI, the features such as high speed operation, small number of transistors and easy layout are the most important factors. A computational algorithm using...
Therefore, the proposed pipelined multipliers permit very high throughput for arbitrary value of digit size. Only full adders/subtractors and shift registers are used in the proposed multiplier and divider hardware. The input data of the multiplier/divider can be processed in parallel or in ...
Herma Dhanesha et al.; “Array-of-arrays Architecture for Parallel Floating Point Multiplication”; Center for Integrated Systems, Stanford University, Stanford, CA; pp. 1-8. “Computer Representation of Numbers” pp. 1-4. Yong Chgin Lim; “An Efficient Bit-Serial FIR Filter Architecture”...
DSP functions, memories, storage elements, and math functions. Some soft cores include an optimally floor-planned layout targeted to a specific family of FPGAs. Soft cores can also be parameterizable, i.e., allowing the user to enter parameters to activate or change certain soft core functiona...