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The following lemma needs the notion of the Grassmann power Λ k A (or antisymmetric tensor product), which can be found in [[8], p.18].
Putnam needs the notion of finitute to capture first-order languages, because the sentences of a first-order language can be of arbitrary finite length, but they cannot be infinite.
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We will need the notion of index.
We need the notion of numerical boundary.
In his attempted proof, he needed the notion of truth.
For this we need the notion of simple manifolds [167].
We also need the notion of Roberts orthogonality.
For this, we need the notion of the "causal structure" of spacetime.
To characterize the SR model more precisely we need the notion of a homogenous partition.
In the following, we will need the notion of an ergodic fuzzy dynamical system.
To make this connection, we need the notion of the conjugate function.
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