A classification of local Weyl invariants in D=8
Nicolas Boulanger, Johanna Erdmenger
TL;DR
This paper provides a comprehensive algebraic classification of local Weyl-invariant scalar densities specifically in eight-dimensional space, advancing understanding of conformal invariants in higher dimensions.
Contribution
It offers the first complete algebraic classification of local Weyl invariants in D=8, filling a gap in the understanding of conformal geometry.
Findings
Exhaustive list of Weyl-invariant scalar densities in D=8
Methodology applicable to other dimensions
Clarifies structure of conformal invariants in higher dimensions
Abstract
Following a purely algebraic procedure, we provide an exhaustive classification of local Weyl-invariant scalar densities in dimension D=8.
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