math-in-python/013. Associative, Commutative, Distributive.ipynb at master · choongh2e/math-in-python · GitHub choongh2e / math-in-python Public Star ...

An illustration of a magnifying glass. An illustration of a magnifying glass.

Operations on Real.tcannot in general be treated as associative and commutative, because re-ordering operations can affect the degree of precision loss. Therefore, we need to provide special operators ...

Abstract: It is often convenient to consider the arguments of a switching function to be the components 0 or 1 of a vector. In order to investigate systematically the properties of switching functions ...

Abstract: Filter theory of non-associative residuated lattices (i.e., commutative residuated lattice-ordered groupoids) are constructed. Some properties of filters of non-associative residuated ...