In the last sheet, we explored how binary inputs (like switches) can be connected to outputs (like LEDs or relays) via functions. Now we take a deeper look into the algebra of logic — a special kind ...
When it comes to logic we know its all supposed to make sense. However for some of us, casting your mind back to class on logic gates and understand it all just make nonsense. When it comes to logic, ...
A Boolean Algebra operation can be related with an electronic circuit in which the inputs and outputs corresponds to the statements of Boolean algebra. Though these circuits may be complicated, they ...
This chapter begins with the underlying concepts of crisp logic, deals with the definition of an algebra or algebraic system and reviews the fundamentals of Boolean algebra. It argues that the entries ...
We’re going to focus on three fundamental operations - NOT, AND, and OR. Today, Carrie Anne is going to take a look at how those transistors we talked about last episode can be used to perform complex ...
There are two main reasons mathematics has fascinated humanity for two thousand years. First, math gives us the tools we need to understand the universe and build things. Second, the study of ...
Il progetto "Fondamenti di informatica" si concentra sull'analisi e la semplificazione di una funzione logica booleana f(x, y, z, d). Il lavoro si articola in varie fasi, inclusa la definizione e il ...
Abstract: The mathematical basics of the non-classical approach to the logical synthesis of k-valued digital structures based on the replacement of the classic mathematical apparatus of logic ...
Applicable Analysis and Discrete Mathematics, Vol. 10, No. 2 (October 2016), pp. 408-446 (39 pages) An associative Boolean tree is a plane rooted tree whose internal nodes are labelled by AND or OR ...
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