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Figure 10:

First 16 principal components of Xx⊛Yy for x2+y2≤2. These basis vectors are independent of dimensionality and independent of the absolute position in space. Only the first 21 vectors have singular values greater than one.

First 16 principal components of $X^{x} ⊛ Y^{y}$ for $x^{2} + y^{2} \leq 2$ ⁠. These basis vectors are independent of dimensionality and independent of the absolute position in space. Only the first 21 vectors have singular values greater than one.

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