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Table 1 Sums of mixture weights (π 1, ..., π J  ;  J = 250), scale parameter (1/θ) and goodness-of-fit statistics (B DIF, A DIF) for the gamma shape mixture (GSM) model

From: Forest modelling: the gamma shape mixture model and simulation of tree diameter distributions

Plot

Sum of mixture weights \( \sum_j{\pi}_j \)

1/θ

B DIF

A DIF

From j = 1 to j = 50

From j = 51 to j = 100

From j = 101 to j = 150

From j = 151 to j = 200

From j = 201 to j = 250

RS01

0.67689

0.19323

0.10282

0.01428

0.01278

0.400

0.207

–0.301

RS02

0.64994

0.20898

0.10591

0.01632

0.01885

0.399

0.199

–0.280

RS03

0.67065

0.21081

0.08248

0.02813

0.00793

0.394

0.211

–0.533

RS04

0.64571

0.16443

0.13710

0.03988

0.01288

0.351

0.202

–0.425

RS05

0.68832

0.16493

0.10556

0.01542

0.02576

0.364

0.288

–0.398

RS06

0.44696

0.48711

0.04808

0.00634

0.01152

0.365

0.255

–0.397

RS07

0.43762

0.51367

0.04080

0.00116

0.00675

0.376

0.119

–0.275

RS08

0.39801

0.39664

0.19245

0.00317

0.00972

0.309

0.223

–0.367

RS09

0.56332

0.31142

0.11604

0.00139

0.00783

0.363

0.247

–0.619

RS10

0.48905

0.36658

0.13131

0.00619

0.00688

0.322

0.295

–0.485

BMS01

0.47679

0.20201

0.27207

0.04256

0.00657

0.356

0.040

–0.048

BMS02

0.35270

0.21065

0.29226

0.13513

0.00927

0.324

0.010

–0.041

BMS03

0.40667

0.30650

0.24149

0.03985

0.00548

0.365

0.010

0.183

BMS04

0.33827

0.26670

0.26833

0.10116

0.02554

0.308

0.032

–0.010

BMS05

0.39048

0.33637

0.19457

0.07229

0.00628

0.354

0.009

0.218

UID01

0.48104

0.33537

0.15545

0.01402

0.01412

0.402

0.016

0.047

UID02

0.38603

0.43741

0.15317

0.01523

0.00815

0.361

0.009

–0.055

UID03

0.37308

0.36297

0.19275

0.06103

0.01017

0.309

0.058

0.064

UID04

0.34382

0.50031

0.14395

0.00434

0.00759

0.397

0.037

0.053

UID05

0.35929

0.46679

0.10878

0.05712

0.00802

0.324

0.020

0.015