<Table Align="|l|l|l|l|">
<Caption>Matrix group find homomorphism methods</Caption>
<HorLine/>
<Row>
<Item>3100</Item>
<Item><C>TrivialGroup</C></Item>
<Item>go through generators and compare to the identity</Item>
<Item><Ref Subsect="TrivialGroup"/></Item>
</Row>
<HorLine/>
<Row>
<Item>1175</Item>
<Item><C>KnownStabilizerChain</C></Item>
<Item>use an already known stabilizer chain for this group</Item>
<Item><Ref Subsect="KnownStabilizerChain"/></Item>
</Row>
<HorLine/>
<Row>
<Item>1100</Item>
<Item><C>DiagonalMatrices</C></Item>
<Item>check whether all generators are diagonal matrices</Item>
<Item><Ref Subsect="DiagonalMatrices"/></Item>
</Row>
<HorLine/>
<Row>
<Item>1000</Item>
<Item><C>ReducibleIso</C></Item>
<Item>use the MeatAxe to find invariant subspaces</Item>
<Item><Ref Subsect="ReducibleIso"/></Item>
</Row>
<HorLine/>
<Row>
<Item>900</Item>
<Item><C>GoProjective</C></Item>
<Item>divide out scalars and recognise projectively</Item>
<Item><Ref Subsect="GoProjective"/></Item>
</Row>
<HorLine/>
</Table>
