Abstract Algebra/Group Theory/How to Help

= Welcome! = Hi! Thank you for your interest in contributing to this section.

= General Directions =


 * 1. Bite Size




 * Salmon sushi cut.jpg
 * }
 * One Page, One Theorem
 * Small and Well-written.


 * 2. Coloured Proofs


 * {| class="wikitable"

! Type ! HTML ! Latex
 * Variable 1
 * Blue
 * $$ \color {Blue} Blue $$
 * Variable 2
 * Green
 * $$ \color {OliveGreen} OliveGreen $$
 * Inverse of Variable 2
 * FireBrick
 * $$ \color {BrickRed} BrickRed $$
 * Heading of Section in Proof
 * Sienna
 * $$ \color{RawSienna} RawSienna $$
 * }
 * Heading of Section in Proof
 * Sienna
 * $$ \color{RawSienna} RawSienna $$
 * }


 * 3. Proof Diagrams


 * 180px x 180px
 * 3px lines make dashes visible
 * Prefer Inkscape .svg format (so others can edit it)


 * Example:

1. Group G has an identity eG. 2. eG*c = c*eG = c if c is in Group G]]
 * [[File:Algebra Proof Diagram Identity.svg|frame| Identity:
 * }


 * 4. Common Symbols


 * {| class="wikitable"

! Meaning ! Symbol
 * Group
 * G
 * Subgroup
 * H
 * 1st Operation
 * $$\ast$$
 * 2nd Operation
 * $$\circledast$$
 * Identity of Group G
 * eG
 * }
 * $$\circledast$$
 * Identity of Group G
 * eG
 * }
 * }

= Format =


 * add  to end of all pages