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1

Boolean algebra: Karnaugh maps

http://keleshev.com/boolean-algebra-karnaugh-maps

Boolean algebra: Karnaugh maps. Karnaugh map technique steps. Boolean expression (not simplified). Karnaugh maps grouping rules. Made of 1, 2, 4, 8, 16, etc. cells. As big as possible in size (each). Be: overlapping one over another. Crossing through boundaries (a la Pac-Man :-).

2

Boolean algebra: Truth tables

http://keleshev.com/boolean-algebra-truth-tables

Boolean algebra: Truth tables. A B)(A C) = A BC.

3

Dissecting a code golf challenge

http://keleshev.com/dissecting-a-code-golf-challenge

Dissecting a code golf challenge. You probably know,. Is a “sport” of writing a program which solves a task with as little number of characters of source code as possible. At the last Python meetup. Brian Lauridsen presented a code golf challenge. The challenge is called. And was available at codegolf.com. Which at the moment of writing is down. Here is the approximate description of the challenge:. This page contains the 73 character solution. Let’s see what a. Solution can look like in Python:. However...

4

Boolean algebra: DeMorgan’s theorem

http://keleshev.com/boolean-algebra-demorgans-theorem

Boolean algebra: DeMorgan’s theorem. Next: Standard, SOP, POS forms.

5

Namespacing Variants in ML

http://keleshev.com/namespacing-variants-in-ml

Namespacing Variants in ML. When reading code written in OCaml or Standard ML, I keep seeing variant constructors having ad-hoc prefixes or suffixes used for namespacing. Here’s an example from Modern Compiler Implementation in ML. Operator = PlusOp MinusOp TimesOp DivideOp. And here’s just one of many examples from Facebook pfff tool. Hint type = Hint of. Name * type args option HintArray of. Tok * hint type HintTuple of. Hint type comma list paren. T = Plus Minus Times Divide end. T = Name of. Parse op...

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