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It is not the case that Mie's pure field theory was not strictly limited to special relativity; Weyl himself extended variational field methods into curved spacetime contexts.
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Reasons For
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Reason for
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1.
Mie's own 1912-1913 work predates general relativity; characterizing it as 'not strictly limited' to SR oversimplifies historical context.
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2.
Weyl's curved spacetime extensions were theoretically independent developments, not direct continuations of Mie's specific methodology.
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3.
The claim conflates Weyl's variational methods with Mie's field theory substantively; these are distinct technical innovations.
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Reasons Against
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Reason against
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1.
Weyl's 1918 gauge theory explicitly incorporated Riemannian geometry, demonstrating extension beyond special relativity's flat spacetime.
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2.
Mie's field theory emphasized electromagnetic self-energy, a concept Weyl integrated into curved spacetime variational formulations.
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3.
Historical records show Weyl's 1918-1921 publications on unified field theory built directly on Mie's pure field framework.
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