equation 14.145 eq:lie-invpol-symm

Rests on

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Supports

• depends_on definition 14.109 $G$-invariant polynomial ¶
  • depends_on definition 14.115 Characteristic forms ¶
  • depends_on definition 14.112 Chern–Simons form ¶
    • depends_on proposition 14.113 The Chern–Simons forms of degree $3$ and $5$ ¶
      • depends_on proposition 14.117 The quadratic invariant and its Chern–Simons form ¶
  • depends_on lemma 14.116 Invariance of the characteristic coefficients ¶
  • depends_on proposition 14.114 Chern–Weil forms descend to the base ¶
    • depends_on definition 14.115 Characteristic forms ¶ ↺
  • depends_on proposition 14.113 The Chern–Simons forms of degree $3$ and $5$ ¶ ↺
  • depends_on proposition 14.117 The quadratic invariant and its Chern–Simons form ¶ ↺
  • depends_on theorem 14.110 thm:lie-invpoly ¶
    • depends_on proposition 14.54 The two Casimir operators of $\mathfrak{su}(3)$ ¶
      • depends_on example A.358 Rank two: $\mathfrak{su}(3)$ ¶
    • depends_on theorem 14.111 Chern–Weil ¶
      • depends_on definition 14.115 Characteristic forms ¶ ↺
      • depends_on definition 14.112 Chern–Simons form ¶ ↺
      • depends_on proposition 14.114 Chern–Weil forms descend to the base ¶ ↺
      • depends_on proposition 106.81 The topological charge is an integer ¶
        • depends_on proposition 106.83 The vacuum is a superposition of winding sectors ¶