【摘要】 初步建立了格值有限自动机的乘积理论.引入了格值变换半群,研究了格值有限自动机在各种乘积情形下的转移函数性质,讨论了各种乘积之间的覆盖关系,为进一步研究量子自动机的乘积理论奠定基础.更多还原

【Abstract】 In this paper,the product theory of lattice-valued finite automata is established.The concept of lattice-valued transformation semigroups is introduced.Properties of transition function and mutual cover-relationship of products are discussed.It is an important step to study the product theory of quantum automata.更多还原