| Title: | Indecomposable Representations Of Order Of E6 |
| Author: | Omar, A. A. H [عبد الرؤوف عمر] |
| Abstract: | The extended Dynkin diagram is a valued graph. We are going to construct a Baechstrom order A associateed to Eg. We prove, by constructions, that the order A of infinite lattice-type but can be listed (tame-type), i.e., we put all indecomposable A - lattices in finite number of general forms. Finally we give a method to obtain easily and directly the lattices from its associated representations. |
| URI: | http://hdl.handle.net/10576/10219 |
| Date: | 1985 |
| Files | Size | Format | View |
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| abstract.pdf | 1.667Kb |
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| abstract.doc | 20Kb | Microsoft Word |
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| abstract_ar.doc | 19.5Kb | Microsoft Word |
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| 07-85-5-0001-fulltext.pdf | 346.7Kb |
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