equation

As nouns the difference between mathematics and equation

is that mathematics is an abstract representational system used in the study of numbers, shapes, structure, change and the relationships between these concepts while equation is equation (assertion).

As a noun equation

is equation (assertion).

As an adjective nonstiff is

(mathematics|of an equation) not stiff.

As nouns the difference between equation and eigenequation

is that equation is equation (assertion) while eigenequation is (mathematics) any equation containing an eigenfunction.

As nouns the difference between equation and truncus

is that equation is equation (assertion) while truncus is (biology) the thorax of an insect.

As a noun equation

is equation (assertion).

As an adjective integrodifferential is

(mathematics) describing an equation (or other entity) containing both derivatives and integrals.

As nouns the difference between equation and overrelaxation

is that equation is equation (assertion) while overrelaxation is (mathematics) a technique which, when applied iteratively, can solve certain types of matrix equation.

As a noun equation

is equation (assertion).

As an adjective equationlike is

resembling or characteristic of an equation.

As nouns the difference between equation and polytrope

is that equation is equation (assertion) while polytrope is (mathematics) a particular solution to an equation concerning self-gravitating, polytropic fluid.

As a noun equation

is equation (assertion).

As a verb resolvent is

.

In mathematics terms the difference between equation and subequation

is that equation is (assertion) An assertion that two expressions are equal, expressed by writing the two expressions separated by an equal sign; from which one is to determine a particular quantity while subequation is an equation that forms part of another.