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Prove that forall zx1 zx2, zx1 \propto zx2 -> exist zxc : ZX 0 0, zx1 \equiv zxc \updownarrow zx2
forall zx1 zx2, zx1 \propto zx2 -> exist zxc : ZX 0 0, zx1 \equiv zxc \updownarrow zx2
I.e., for any prop diagram we can reconstruct scalars
The text was updated successfully, but these errors were encountered:
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Prove that
forall zx1 zx2, zx1 \propto zx2 -> exist zxc : ZX 0 0, zx1 \equiv zxc \updownarrow zx2
I.e., for any prop diagram we can reconstruct scalars
The text was updated successfully, but these errors were encountered: