Proves a quantitative central limit theorem for the area of uniform random disc-polygons in C^2_+ smooth convex discs using Stein's method and a 2022 asymptotic variance lower bound.
Schneider, Discrete aspects of stochastic geometry , Handbook of discrete and com- putational geometry, 3rd ed., CRC, Boca Raton, FL, 2018, pp
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A central limit theorem for random disc-polygons in smooth convex discs
Proves a quantitative central limit theorem for the area of uniform random disc-polygons in C^2_+ smooth convex discs using Stein's method and a 2022 asymptotic variance lower bound.