This is the chamber structure of the original conifold quiver with only one framing arrow.
This is the ERC for affine quiver with superpotential degree and one framing arrow, which is not reversed. It is denoted by infinite ERC.
This is the ERC for affine quiver with superpotential degree and three framing arrows, denoted by finite ERC.
An example of the filtered pyramid partitions of finite ERC .
This figure shows the three fixed point in Example 2.
The single fixed point for dimension vector .
Four fixed points for .
All bifundamental fields after the mutation.
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