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ON THE POWER OF TWO-WAY MULTIHEAD QUANTUM FINITE AUTOMATA

机译:关于双向多头量子有限自动机的幂

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This paper introduces a variant of two-way quantum finite automata named two-way multihead quantum finite automata. A two-way quantum finite automaton is more powerful than classical two-way finite automata. However, the generalizations of two-way quantum finite automata have not been defined so far as compared to one-way quantum finite automata model. We have investigated the newly introduced automata from two aspects: the language recognition capability and its comparison with classical and quantum counterparts. It has been proved that a language which cannot be recognized by any one-way and multi-letter quantum finite automata can be recognized by two-way quantum finite automata. Further, it has been shown that a language which cannot be recognized by two-way quantum finite automata can be recognized by two-way multihead quantum finite automata with two heads. Furthermore, it has been investigated that quantum variant of two-way deterministic multihead finite automata takes less number of heads to recognize a language containing of all words whose length is a prime number.
机译:本文介绍了一种双向量子有限自动机的变体,称为双向多头量子有限自动机。双向量子有限自动机比经典的双向有限自动机更强大。然而,到目前为止,与单向量子有限自动机模型相比,还没有定义双向量子有限自动机的推广。我们从两个方面研究了新近引入的自动机:语言识别能力及其与经典和量子对应物的比较。已经证明,不能由任何一种单向多字母量子有限自动机识别的语言可以由双向量子有限自动机识别。此外,已经表明,不能通过双向量子有限自动机识别的语言可以通过具有两个头部的双向多头量子有限自动机来识别。此外,已经研究了双向确定性多头有限自动机的量子变体花费较少的头来识别包含长度为质数的所有单词的语言。

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