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Cite Journal: Colloquium Mathematicum |  Publication Date: Jan 1, 2000 |
 Citations: 11 |
Let Λ be a tubular algebra over an arbitrary base field. We study the Grothendieck group $K_{0}(Λ)$, endowed with the Euler form, and its automorphism group $Aut(K_{0}(Λ))$ on a purely K-theoretical level as in [7]. Our results serve as tools for classify
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