![]() ![]() To work with the Boolean algebra, only one constant is ever needed, but effectively in programming languages we always get two so that the code becomes more readable. Logic, in this context, refers to Boolean algebra, a branch of mathematics, named after George Boole in the late 19th century, that all computer languages (and digital electronics in general) have to rely upon, given that ultimately everything ends up being processed by logic gates. I will write a thing or two for the rookies out there, but let's be honest, seniors should get the most out of it. We all know this can be quite non-intuitive, mostly because the semantics will change based on the actual wording of the arguments and expressions. Frankly, I need to double check truth tables twice a week, so I decided to make a complete ontological breakdown, instead of having to think about it and write it down every time, late in the day.
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