Difference between revisions of "Main Page"

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<div style="font-size:162%; padding:.1em;">Blocks of finite groups</div>
 
<div style="font-size:162%; padding:.1em;">Blocks of finite groups</div>
<div style="font-size:95%;">Donovan's conjecture and the classification of Morita equivalence classes</div>
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<div style="font-size:95%;">Donovan's conjecture and the classification </div>
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<div style="font-size:95%;">of Morita equivalence classes</div>
 
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<!--        PORTAL LIST ON RIGHT-HAND SIDE        -->
 
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<li style="position:absolute; left:0; top:0;">[[Background|Background]]</li>
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<li style="position:absolute; left:0; top:0;">[[Background]]</li>
<li style="position:absolute; left:0; top:1.6em;">[[Status of Donovan's conjecture|Status of Donovan's conjecture]]</li>
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<li style="position:absolute; left:0; top:1.6em;">[[Status of Donovan's conjecture]]</li>
<li style="position:absolute; left:0; top:3.2em;">[[Morita|Morita equivalence classes]]</li>
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<li style="position:absolute; left:0; top:3.2em;">[[Classification by p-group]]</li>
<li style="position:absolute; left:33%; top:0;">[[Classification by p-group|Classifications by p-group]]</li>
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<li style="position:absolute; left:33%; top:0;">[[Classification by class of groups]]</li>
<li style="position:absolute; left:33%; top:1.6em;">[[problems|Open problems]]</li>
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<li style="position:absolute; left:33%; top:1.6em;">[[Open problems|Open problems]]</li>
<li style="position:absolute; left:33%; top:3.2em;">[[reductions|Reductions]]</li>
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<li style="position:absolute; left:33%; top:3.2em;">[[Reductions]]</li>
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<li style="position:absolute; left:66%; top:0;">[[Notation]]</li>
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<li style="position:absolute; left:66%; top:1.6em;">[[References]]</li>
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<li style="position:absolute; left:66%; top:3.2em;">[[Guide to Contributing]]</li>
 
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Revision as of 15:31, 23 August 2018

Blocks of finite groups
Donovan's conjecture and the classification
of Morita equivalence classes

This is a resource for progress on Donovan's Conjecture and for the classification of Morita equivalence classes of blocks with a given defect group. The intention is to eventually make the site editable by all, but at the moment it is very much in its early stages.




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