cogredient

As a noun terms

is .

As an adjective cogredient is

(mathematics) describing two or more variables that undergo the same linear transformations.

In mathematics terms the difference between transformation and cogredient

is that transformation is the replacement of the variables in an algebraic expression by their values in terms of another set of variables; a mapping of one space onto another or onto itself; a function that changes the position or direction of the axes of a coordinate system while cogredient is describing two or more variables that undergo the same linear transformations.

As a noun transformation

is the act of transforming or the state of being transformed.

As an adjective cogredient is

describing two or more variables that undergo the same linear transformations.

As adjectives the difference between linear and cogredient

is that linear is linear (in mathematics, of first-degree polynomial) while cogredient is (mathematics) describing two or more variables that undergo the same linear transformations.

As a noun variable

is variable.

As an adjective cogredient is

(mathematics) describing two or more variables that undergo the same linear transformations.