Difference between revisions of "Classification by p-group"

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|32 || [[D8*C4xC2|48]] || [[D8*C4xC2|<math>(D_8*C_4) \times C_2</math>]] || || || || ||
 
|32 || [[D8*C4xC2|48]] || [[D8*C4xC2|<math>(D_8*C_4) \times C_2</math>]] || || || || ||
 
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|32 || [[D8*D8|49]] || [[D8*D8|<math>D8*D8</math>]] || || || || [[References|[Sa13c]]] || Invariants partly known
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|32 || [[D8*D8|49]] || [[D8*D8|<math>D_8*D_8</math>]] || || || || [[References|[Sa13c]]] || Invariants partly known
 
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|32 || [[D8*Q8|50]] || [[D8*Q8|<math>D8*Q8</math>]] || || || || [[References|[Sa13c]]] || Invariants partly known
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|32 || [[D8*Q8|50]] || [[D8*Q8|<math>D_8*Q_8</math>]] || || || || [[References|[Sa13c]]] || Invariants partly known
 
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|32 || [[(C2)^5|51]] || [[(C2)^5|<math>(C_2)^5</math>]] || || || || ||
 
|32 || [[(C2)^5|51]] || [[(C2)^5|<math>(C_2)^5</math>]] || || || || ||

Revision as of 21:42, 3 December 2018

Classification of Morita equivalences for blocks with a given defect group

On this page we list classifications of Morita equivalence classes for each isomorphism class of p-groups in turn. Generic classifications for classes of p-groups can be found here.

See this page for a description of the labelling conventions.

Blocks of defect zero

Blocks for [math] p=2 [/math]

The following takes as its starting point Table 13.1 of Sambale's book [Sa14].

Blocks for [math]p=3[/math]

Blocks for [math]p=5[/math]

Blocks for [math]p\geq 7[/math]