The collection focuses on boolean algebra, highlighting its historical development, foundational concepts, and practical applications in computer science and digital circuits. Key topics include fundamental operations like AND, OR, and NOT, methods for simplifying boolean expressions through Karnaugh maps, and the importance of mathematical principles in algorithm design and other areas of computing. The content also touches on various laws and theorems related to boolean algebra, enhancing understanding of logical reasoning.
(ERRORs in Names sheet; see 5th rev.) (19OR24p-rev4.pdf) Examples to Accompany "An Algorithm for Evaluating the Validity of a Monadic Singly-Quantified Predicate Logic Argument"
(ERRORS in some syllogisms; see 4th version) 19OR24p-rev3-Examples-to-accompany-an-algorithm-for-evaluating-the-validity-of-a-monadic-singly-quantified-predicate-logic-argument-1601300.pdf
