Flex and Lex
Also referred to as 💪*⭐
The Acclaimed Duo is Back at it Again!
| Flex | Lex |
Flex
A Flex is a Combinatory Statement. Given two (or one and self) or more of data type Array, Flex occurs as the resultant Array of applying the Formula An * Bn = ABn*n.
Visually stated:
| B | Genera1 | Genera2 | |
| A | AB | ||
| Specifica1 | Specifica1Genera1 | Specifica1Genera2 | |
| Specifica2 | Specifica2Genera1 | Specifica2Genera2 |
Lexing
A Lexing of a Flex is one individual representative of the Flex. For example:
| Specifica1Genera1 |
is a Lexing. Lex is an instantiation of the selected lexing.
ArrayA = Earth,Moon
ArrayB = Revolve,Spin
Flex = EarthRevolve,EarthSpin,MoonRevolve,MoonSpin
Lexing = EarthRevolve
Lex = new EarthRevolveWhile the initial intent of the Flex and Lex models was to produce combinations, further studies and algorithms have been drawn from the models. For example, the 16-Choice Game, the AB Solution, and Preference Engine.
The use case of flexing is obvious once one is able to identify Arrays. For example, Form Factors is an array. Genera Science nerds can recognize that a function visualization on an x,y cordinate plane is a Flex in three dimensions: two number lines and the set of a function.
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