# Design of quantum cost efficient reversible multiplier using Reed-Muller expressions

##### Citations

3 citations

### Additional excerpts

...[9] 28 Not mentioned 52 [11] 32 143 28 [12] 30 364 11 [13] 52 152 52 [14]* 46 228 46 [18] 25 216 32 [19] 23 232 22 proposed 25 196 0...

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...Reed-Muller expressions based multipliers [18] were reported....

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##### References

3,308 citations

### "Design of quantum cost efficient re..." refers background in this paper

...From Landauer (2000) and Ren and Semenov (2011), one can conclude that reversible computation, which dissipates less heat, may be an appreciative logic for the transpiring computing technologies....

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465 citations

### "Design of quantum cost efficient re..." refers background in this paper

...From thermodynamics point of view, if the computations are carried out reversibly the heat dissipation would be low (Zhirnov et al., 2003)....

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154 citations

### "Design of quantum cost efficient re..." refers methods in this paper

...HNG gate (Haghparast and Navi, 2008) is used for implementing the full adder, Peres gate is used to implement half adder and Feynman gate is used to implement the EXOR....

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104 citations

### "Design of quantum cost efficient re..." refers background in this paper

...(2005), Thaplyal and Sriniva (2006), Shams et al. (2008) and Haghparast et al....

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...,an) is expanded over the variable ai using following expansions (Sasao, 1993)....

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...A Boolean function of n-variable f(a1, a2,……,ai,……,an) is expanded over the variable ai using following expansions (Sasao, 1993)....

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99 citations

### "Design of quantum cost efficient re..." refers background in this paper

...From Landauer (2000) and Ren and Semenov (2011), one can conclude that reversible computation, which dissipates less heat, may be an appreciative logic for the transpiring computing technologies....

[...]