feat(Mathematics): Schwartz multiplier by the affine resolvent symbol#1446
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Multiplication by ξ ↦ z + a·L(ξ) as a continuous linear equivalence of 𝓢(E, ℂ) for non-real z, with the reciprocal multiplier as inverse; surjectivity and bijectivity of the multiplier follow. Co-authored-by: Claude Fable 5 <noreply@anthropic.com>
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Multiplication by ξ ↦ z + a·L(ξ) as a continuous linear equivalence of 𝓢(E, ℂ) for non-real z, with the reciprocal multiplier as inverse; surjectivity and bijectivity of the multiplier follow.