$\epsilon\nabla^{4}R^{4}$ type invariants and their gradient expansion (Q1755032): Difference between revisions

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+The two \(\nabla^6R^4\) type invariants and their higher order generalisation
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+On the classification of four-dimensional gradient Ricci solitons
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+Curvature estimates for 4-dimensional complete gradient expanding Ricci solitons
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+On the algebraic invariants of the four-dimensional Riemann tensor
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+On the algebraic invariants of the four-dimensional Riemann tensor
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+On the equation \(\square \phi = | \nabla \phi |^2\) in four space dimensions
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