BOOK-CHAPTER
Derivative Operations for Classes C N $$\mathcal {C}_N$$ of Boolean Functions
Keywords:
Boolean function Boolean expression Boolean circuit Two-element Boolean algebra Derivative (finance) Product term Parity function Circuit minimization for Boolean functions Boolean algebra Mathematics Discrete mathematics Complete Boolean algebra Function (biology) Class (philosophy) Computer science Algebra over a field Pure mathematics Artificial intelligence
Metrics
0
Cited By
0.00
FWCI (Field Weighted Citation Impact)
7
Refs
0.13
Citation Normalized Percentile
Is in top 1%
Is in top 10%
Topics
Coding theory and cryptography
Physical Sciences → Computer Science → Artificial Intelligence
semigroups and automata theory
Physical Sciences → Computer Science → Computational Theory and Mathematics
Cryptographic Implementations and Security
Physical Sciences → Computer Science → Artificial Intelligence
Related Documents
BOOK-CHAPTER
Derivative Operations of Boolean Functions
Bernd SteinbachChristian Posthoff
Synthesis lectures on digital circuits and systems Year: 2017 Pages: 23-63
BOOK-CHAPTER
Derivative Operations of Lattices of Boolean Functions
Bernd SteinbachChristian Posthoff
Synthesis lectures on digital circuits and systems Year: 2017 Pages: 65-90
JOURNAL ARTICLE
Derivative Operations for Lattices of Boolean Functions
Steinbach, BerndPosthoff, Christian
Year: 2013
JOURNAL ARTICLE
Generalized Lattices of Boolean Functions Utilized for Derivative Operations
Year: 2013
JOURNAL ARTICLE
Iterative Methods for Solving Sylvester Transpose Tensor Equation $$~\mathcal A\star _N\mathcal X\star _M\mathcal {B}+\mathcal {C}\star _M\mathcal X^T\star _N\mathcal {D}=\mathcal {E}$$
Journal: Operations Research Forum Year: 2021 Vol: 2 (4)