Help:Accessibility

The audience of is very broad. This page lists policies to keep accessible to visitors with less advanced knowledge.

Introduction
Knowledgeable contributors are sometimes tempted to take all pages to a higher mathematical level. The philosophy is that pages of all levels should coexist, in a connected structure.

We all learned to integrate before we really got to know the meaning of $\d x$ as a differential.

Informal Definitions

 * See also Help:Definitions and Help:Multiple Definitions

is not Wikipedia, which means that a definition page should be a precise and rigorous definition, without introduction.

Generalizations and Special cases of Theorems
As an example, algebraic identities such as Completing the Square are valid in other algebraic structures than real numbers. It is however recommended not to state only the most general result, but also a version that high school students can understand.

Proof Outlines

 * See also: Help:Proofs