Answers are grounded in this paper and cite their sources.
Observational modeling study reveals trade-offs between plot size and sample count in uneven-aged fir forests, indicating that numerous smaller plots optimize inventory precision.
Forest-inventory precision depends jointly on plot size and sample size. Using 42 stem-mapped 1000 m2 plots in an uneven-aged hybrid fir (Abies × borisii-regis Mattf.) forest in Pertouli, Greece, we reconstructed 100–1000 m2 concentric plots at the same centers. RSE was calculated using a simple-random-sampling variance working approximation. At n=42, 300 m2 was the minimum acceptable plot size under an adopted ±10% practical agreement criterion relative to the 1000 m2 reference; the minimum remained 300 m2 at ±7.5% but increased to 400 m2 for basal area and 700 m2 for tree density at ±5%. Under a 5% RSE target, basal area met the target from 500 m2, whereas tree density met it at no acceptable size; both attributes met a 10% target from 300 m2. Controlled resampling and compartment-group analysis placed 95%–100% of group-by-size RSEs within same-sample-size resampling intervals. Pareto-efficient designs showed the sample-size–sampled-area trade-off. Holding total sampled area constant, more small plots reduced median RSE by 13%–23%. Designs requiring n>42 remain projections. Case-study plot-size values should not be transferred directly to other forest structures; the procedure provides a transferable way to define an acceptable plot-size range and evaluate sample-size and sampled-area trade-offs for a selected attribute and precision target.
No takes yet. Share an insight, caveat, or question.
Georgakis et al. (2026) studied this question.
Synapse has enriched 10 related papers. Consider them for comparative context: