摘要
基于对布尔函数内部结构和相关性质的进一步揭示,及其应用领域的拓展,深入研究了布尔函数的布尔导数、e导数和c导数的相互关系,讨论了布尔函数的布尔偏导数、e偏导数和c偏导数之间的关系,得到了相关性质并给出了证明。以进一步完善布尔函数的布尔导数、e导数和c导数这3类特殊导数的运算理论。
According to the further revelation of the internal structure and related properties of Boolean functions and the development of their application fields, the relationship between Boolean derivatives, e derivatives, and c derivatives of Boolean functions is studied in depth, and the relevant properties are investigated and proved. Our results further promote the study on the theory of Boolean derivatives, e derivatives, and c derivatives of Boolean functions.
作者
王芳
WANG Fang(Department of Film and TV Technology,Zhejiang Vocational Academy of Art,Hangzhou 310053,China)
出处
《浙江大学学报（理学版）》
CAS
CSCD
北大核心
2019年第4期460-465,共6页
Journal of Zhejiang University（Science Edition）
关键词
布尔导数
e导数
c导数
布尔偏导数
e偏导数
c偏导数
Boolean derivative
e-derivative
c-derivative
Boolean partial derivative
e-partial derivative
c-partial derivative
