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QUANTUM CIRCUIT, QUANTUM ARITHMETIC UNIT, AND QUANTUM ARITHMETIC METHOD

机译:量子电路,量子算术单元和量子算术方法

摘要

PROBLEM TO BE SOLVED: To provide a technology for calculating a sum a+b of binary numbers a, b with a linear size and linear depth by using only a neighborhood quantum bit arithmetic operation without using any auxiliary quantum bit.;SOLUTION: Each digit of a binary number b is associated with the initial state of quantum bits Q2i+1(i=0, through n-1) in the order of small one, and each digit of a binary number a is associated with the initial state of quantum bits Q2i+2(i=0 through n-1) in the order of small one. A quantum arithmetic operation performs a quantum operation to the quantum bits Q1 through Q2n+1. Each digit of the sum a+b is associated with the state after operation of the quantum bits Q2i+1(i=0 through n) in the order of small one.;COPYRIGHT: (C)2010,JPO&INPIT
机译:解决的问题:提供一种仅通过使用邻域量子位算术运算而不使用任何辅助量子位来计算具有线性大小和线性深度的二进制数a,b的和a + b的技术;解决方案:每个数字二进制数b的整数与量子位Q 2i + 1 (i = 0,n-1)的初始状态相关,顺序为小一,二进制数a的每个数字与量子位Q 2i + 2 (i = 0到n-1)的初始状态相关的顺序是从小到大。量子算术运算对量子位Q1至Q 2n + 1 执行量子运算。和a + b的每一位都与量子位Q 2i + 1 (i = 0到n)的运算后的状态相关,顺序为小一位。;版权:(C) 2010,日本特许厅

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