The curvature operator of the Koiso-Cao soliton inherits the normal form of the operator combining curvature and half the Hessian, yielding a normal form relative to algebraic Kähler curvature operators.
The zeros of nonnegative curvature operators
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On normal forms of gradient Ricci 4-solitons
The curvature operator of the Koiso-Cao soliton inherits the normal form of the operator combining curvature and half the Hessian, yielding a normal form relative to algebraic Kähler curvature operators.