| 1. | Their program is to try to construct TMF as a moduli space of supersymmetric Euclidean field theories.
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| 2. | In the Euclidean field theory, these boosts analytically continue to rotations, and the rotations close after 2.
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| 3. | The real constructible numbers form the least Euclidean field, and the Euclidean fields are precisely the ordered extensions thereof.
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| 4. | The real constructible numbers form the least Euclidean field, and the Euclidean fields are precisely the ordered extensions thereof.
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| 5. | A closely related concept is that of a Euclidean field, namely an ordered field whose positive elements are closed under square root.
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