arXiv cs/03040162003-04cs.OHquant-ph

对称和反对称量子函数

Symmetric and anti-symmetric quantum functions

J. R. Burger

备注：: Rewrote for clarity; added references to reversible computing; removed mention of Simon's functions

摘要：

介绍并分析了对称和反对称量子二元函数。通常，这样的函数唯一地将给定的计算基态转换成不同的基态，但是具有加号或减号。这样的函数可以与常数函数（在Deutsch-Jozsa类型的算法中）一起用于提供2**n个确定性量子位组合（对于n个量子位）而不是仅一个。

英文摘要：

This paper introduces and analyzes symmetric and anti-symmetric quantum binary functions. Generally, such functions uniquely convert a given computational basis state into a different basis state, but with either a plus or a minus sign. Such functions may serve along with a constant function (in a Deutsch-Jozsa type of algorithm) to provide 2**n deterministic qubit combinations (for n qubits) instead of just one.

机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。