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Small-angle metric degeneration conjecture for classes $(\aleph)$ and $(\beth)$
Small-angle metric degeneration conjecture. As $\beta$ tends to zero, $(S,C,\omega_\beta)$ converges in an appropriate sense to a generalized Kähler–Einstein metric $\omega_\infty$ …
openkahler-einstein-metrics log-del-pezzo-surfaces metric-degeneration
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Small-angle metric degeneration conjecture for classes (ℵ)(\aleph)(ℵ) and (ℶ)(\beth)(ℶ)