Explicit optimal degenerations are found for Fano threefolds in family 2.23 yielding weighted K-polystable KRS limits, with moduli spaces isomorphic to GIT of biconic curves or a single point according to the H-invariant.
On the Y au- T ian- D onaldson conjecture for generalized K \" a hler- R icci soliton equations
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Optimal Degenerations of K-unstable Fano threefolds
Explicit optimal degenerations are found for Fano threefolds in family 2.23 yielding weighted K-polystable KRS limits, with moduli spaces isomorphic to GIT of biconic curves or a single point according to the H-invariant.