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- W2098813764 abstract "For any increasing function $f: mathbb{N} rightarrow mathbb{N}_{ge 2}$ which takes only finitely many distinct values, a connected finite dimensional algebra $Lambda$ is constructed, with the property that ${rm {fin; dim}}_{n} Lambda = f(n)$ for all $n$ ; here ${rm {fin; dim}}_{n} Lambda$ is the $n$ -generated finitistic dimension of $Lambda$ . The stacking technique developed for this construction of homological examples permits strong control over the higher syzygies of $Lambda$ -modules in terms of the algebras serving as layers." @default.
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- W2098813764 date "2006-12-05" @default.
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- W2098813764 title "Stacks of Algebras and Their Homology" @default.
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- W2098813764 doi "https://doi.org/10.1007/s10468-006-9029-y" @default.
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