Combinatorial Representation Theory (CREP)
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Description: CREP is designed to deal with categories whose morphism spaces are finite-dimensional over a field k. The main example of a category with this property is the category of finite-dimensional representations of an associative unital k-algebra.
is designed to deal with categories whose morphism spaces are finite-dimensional over a field . The main example of a category with this property is the category of finite-dimensional representations of an associative unital
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| Page title: | CREP Home Page |
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| IP-address: | 129.70.45.8 |
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| WHOIS | Status: connect |
| Date | Changed: 2013-01-30T12:44:06+01:00 Changed: 2008-04-28T17:16:06+02:00 Changed: 2008-04-28T17:16:06+02:00 |