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We create the geometric power series in , that is, the power series for .
| (1) |
If we truncate at homogeneous degree 5, this is what we obtain.
We create the geometric power series in , that is, the power series for .
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The homogeneous part of of degree 4 is the following expression.
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If we truncate at homogeneous degree 3, this is what we obtain.
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