squarefree

As a noun taxonomy

is the science or the technique used to make a classification.

As an adjective squarefree is

(mathematics) not divisible by a nontrivial square.

As adjectives the difference between squarefree and quadratfrei

is that squarefree is (mathematics) not divisible by a nontrivial square while quadratfrei is squarefree.

In mathematics|lang=en terms the difference between square and squarefree

is that square is (mathematics) of a value, term or expression, to multiply by itself; to raise to the second power while squarefree is (mathematics) not divisible by a nontrivial square.

As adjectives the difference between square and squarefree

is that square is shaped like a (the polygon) while squarefree is (mathematics) not divisible by a nontrivial square.

As a noun square

is (geometry) a polygon with four sides of equal length and four angles of 90 degrees; a regular quadrilateral whose angles are all 90 degrees.

As a verb square

is to adjust so as to align with or place at a right angle to something else.

In mathematics terms the difference between nontrivial and squarefree

is that nontrivial is having at least one non-zero variable while squarefree is not divisible by a nontrivial square.

As adjectives the difference between nontrivial and squarefree

is that nontrivial is not trivial while squarefree is not divisible by a nontrivial square.

As adjectives the difference between divisible and squarefree

is that divisible is capable of being divided or split while squarefree is not divisible by a nontrivial square.

As a noun divisible

is any substance that can be divided.

As adjectives the difference between squarefree and semisimple

is that squarefree is (mathematics) not divisible by a nontrivial square while semisimple is (mathematics|of a module) in which each submodule is a direct summand.