Difference between revisions of "Classification by p-group"

From Block library
Jump to: navigation, search
(Added up to SmallGroup(32,21))
(SmallGroup(16,3) to MNA(2,1))
Line 69: Line 69:
 
|16 || [[C4xC4|2]] || [[C4xC4|<math>C_4 \times C_4</math>]] || 2(2) || <math>\mathcal{O}</math> || <math>\mathcal{O}</math> || [[References|[EKKS14] ]] ||
 
|16 || [[C4xC4|2]] || [[C4xC4|<math>C_4 \times C_4</math>]] || 2(2) || <math>\mathcal{O}</math> || <math>\mathcal{O}</math> || [[References|[EKKS14] ]] ||
 
|-
 
|-
|16 || [[SmallGroup(16,3)|3]] || [[SmallGroup(16,3)]] || || || || [[References|[Sa11] ]] || Block invariants known
+
|16 || [[MNA(2,1)|3]] || [[MNA(2,1)]] || || || || [[References|[Sa11] ]] || Block invariants known
 
|-
 
|-
 
|16 || [[C4:C4|4]] || [[C4:C4|<math>C_4:C_4</math>]] || 1(1) || <math>\mathcal{O}</math> || <math>\mathcal{O}</math> || [[References|[CG12], [Sa12b]]] ||
 
|16 || [[C4:C4|4]] || [[C4:C4|<math>C_4:C_4</math>]] || 1(1) || <math>\mathcal{O}</math> || <math>\mathcal{O}</math> || [[References|[CG12], [Sa12b]]] ||

Revision as of 19:55, 17 October 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 book [Sa14].

Under-construction.png

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

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

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