Difference between revisions of "C2"

Revision as of 11:13, 30 August 2018

These are blocks with cyclic defect groups and so they are described by Brauer trees.

There is a unique [math]\mathcal{O}[/math]-Morita equivalence class.

Class	Representative	[math]k(B)[/math]	[math]l(B)[/math]	Inertial quotients	[math]{\rm Pic}_\mathcal{O}(B)[/math]	[math]{\rm Pic}_k(B)[/math]	[math]{\rm mf_\mathcal{O}(B)}[/math]	[math]{\rm mf_k(B)}[/math]	Notes
[math]M(2,1,1)[/math]	[math]kC_2[/math]	2	1	[math]1[/math]	[math]C_2[/math]	[math]k[/math]	1	1

@@ Line 19: / Line 19: @@
 |-
-|<math>M(2,1,1)</math> || <math>kC_2</math> ||2 ||1 ||<math>1</math> ||<math>C_2</math> ||<math>k</math> ||1 ||1 ||
+|[[M(2,1,1)|<math>M(2,1,1)</math>]] || <math>kC_2</math> ||2 ||1 ||<math>1</math> ||<math>C_2</math> ||<math>k</math> ||1 ||1 ||
 |}