Table A2.
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Relation between the normal coefficients in (A.9) and the normal form coefficients in (A.10).

|$\gamma _{1} = i P_{1}$||$\gamma _{2}=-P_{2}$||$\gamma _{3} = i P_{3}$||$\gamma _{4}=-P_{4}$||$\gamma _{5} = -T_{2}$||$\gamma _{6} = T_{1}$|
|$\gamma _{7}=Q_{1}$||$\gamma _{8} = i Q_{2}$||$\gamma _{9}=Q_{3}$||$\gamma _{10} = i Q_{4}$||$\gamma _{11}=T_{3}$||$\gamma _{12} = -T_{4}$|
|$\gamma _{13} = i R_{1}$||$\gamma _{14}=-R_{2}$||$\gamma _{15} = i R_{3}$||$\gamma _{16}=-R_{4}$||$\gamma _{17} = T_{5}$||$\gamma _{18}=2 T_{6}$|
|$\gamma _{19} = -T_{7}/2$||$\gamma _{20} = S_{1}$||$\gamma _{22} = i S_{2}$||$\gamma _{22} = S_{3}$||$\gamma _{23}=i S_{4}$||$\gamma _{24} = T_{8}$|
|$\gamma _{25}=T_{9}$||$\gamma _{26} = T_{10}$|
|$\gamma _{1} = i P_{1}$||$\gamma _{2}=-P_{2}$||$\gamma _{3} = i P_{3}$||$\gamma _{4}=-P_{4}$||$\gamma _{5} = -T_{2}$||$\gamma _{6} = T_{1}$|
|$\gamma _{7}=Q_{1}$||$\gamma _{8} = i Q_{2}$||$\gamma _{9}=Q_{3}$||$\gamma _{10} = i Q_{4}$||$\gamma _{11}=T_{3}$||$\gamma _{12} = -T_{4}$|
|$\gamma _{13} = i R_{1}$||$\gamma _{14}=-R_{2}$||$\gamma _{15} = i R_{3}$||$\gamma _{16}=-R_{4}$||$\gamma _{17} = T_{5}$||$\gamma _{18}=2 T_{6}$|
|$\gamma _{19} = -T_{7}/2$||$\gamma _{20} = S_{1}$||$\gamma _{22} = i S_{2}$||$\gamma _{22} = S_{3}$||$\gamma _{23}=i S_{4}$||$\gamma _{24} = T_{8}$|
|$\gamma _{25}=T_{9}$||$\gamma _{26} = T_{10}$|
Table A2.
Open in new tab

Relation between the normal coefficients in (A.9) and the normal form coefficients in (A.10).

|$\gamma _{1} = i P_{1}$||$\gamma _{2}=-P_{2}$||$\gamma _{3} = i P_{3}$||$\gamma _{4}=-P_{4}$||$\gamma _{5} = -T_{2}$||$\gamma _{6} = T_{1}$|
|$\gamma _{7}=Q_{1}$||$\gamma _{8} = i Q_{2}$||$\gamma _{9}=Q_{3}$||$\gamma _{10} = i Q_{4}$||$\gamma _{11}=T_{3}$||$\gamma _{12} = -T_{4}$|
|$\gamma _{13} = i R_{1}$||$\gamma _{14}=-R_{2}$||$\gamma _{15} = i R_{3}$||$\gamma _{16}=-R_{4}$||$\gamma _{17} = T_{5}$||$\gamma _{18}=2 T_{6}$|
|$\gamma _{19} = -T_{7}/2$||$\gamma _{20} = S_{1}$||$\gamma _{22} = i S_{2}$||$\gamma _{22} = S_{3}$||$\gamma _{23}=i S_{4}$||$\gamma _{24} = T_{8}$|
|$\gamma _{25}=T_{9}$||$\gamma _{26} = T_{10}$|
|$\gamma _{1} = i P_{1}$||$\gamma _{2}=-P_{2}$||$\gamma _{3} = i P_{3}$||$\gamma _{4}=-P_{4}$||$\gamma _{5} = -T_{2}$||$\gamma _{6} = T_{1}$|
|$\gamma _{7}=Q_{1}$||$\gamma _{8} = i Q_{2}$||$\gamma _{9}=Q_{3}$||$\gamma _{10} = i Q_{4}$||$\gamma _{11}=T_{3}$||$\gamma _{12} = -T_{4}$|
|$\gamma _{13} = i R_{1}$||$\gamma _{14}=-R_{2}$||$\gamma _{15} = i R_{3}$||$\gamma _{16}=-R_{4}$||$\gamma _{17} = T_{5}$||$\gamma _{18}=2 T_{6}$|
|$\gamma _{19} = -T_{7}/2$||$\gamma _{20} = S_{1}$||$\gamma _{22} = i S_{2}$||$\gamma _{22} = S_{3}$||$\gamma _{23}=i S_{4}$||$\gamma _{24} = T_{8}$|
|$\gamma _{25}=T_{9}$||$\gamma _{26} = T_{10}$|
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