Explicit first six Weyl coefficients for curl show asymmetry only at order six, with eta holomorphic for Re s > -2 and improved o(\lambda^{2}) counting-function remainders under nonperiodicity.
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Higher order Weyl coefficients for the operator curl
Explicit first six Weyl coefficients for curl show asymmetry only at order six, with eta holomorphic for Re s > -2 and improved o(\lambda^{2}) counting-function remainders under nonperiodicity.