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The structure and Gel’fand patterns inherent in the Heisenberg supergenerator algebra of dual Liouville-space ‖<i>k</i> <i>q</i>{<i>K</i>̃.}(<i>k</i>1−<i>k</i> <i>n</i>):[λ̃],𝒮<i>n</i>〉〉 tensors and the Cayley algebra of scalar invariants over a (<i>k</i>1−<i>k</i> <i>n</i>) field - MaRDI portal

The structure and Gel’fand patterns inherent in the Heisenberg supergenerator algebra of dual Liouville-space ‖<i>k</i> <i>q</i>{<i>K</i>̃.}(<i>k</i>1−<i>k</i> <i>n</i>):[λ̃],𝒮<i>n</i>〉〉 tensors and the Cayley algebra of scalar invariants over a (<i>k</i>1−<i>k</i> <i>n</i>) field (Q3980892)

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scientific article; zbMATH DE number 23090
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English
The structure and Gel’fand patterns inherent in the Heisenberg supergenerator algebra of dual Liouville-space ‖<i>k</i> <i>q</i>{<i>K</i>̃.}(<i>k</i>1−<i>k</i> <i>n</i>):[λ̃],𝒮<i>n</i>〉〉 tensors and the Cayley algebra of scalar invariants over a (<i>k</i>1−<i>k</i> <i>n</i>) field
scientific article; zbMATH DE number 23090

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    The structure and Gel’fand patterns inherent in the Heisenberg supergenerator algebra of dual Liouville-space ‖<i>k</i> <i>q</i>{<i>K</i>̃.}(<i>k</i>1−<i>k</i> <i>n</i>):[λ̃],𝒮<i>n</i>〉〉 tensors and the Cayley algebra of scalar invariants over a (<i>k</i>1−<i>k</i> <i>n</i>) field (English)
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    26 June 1992
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