[Table of Contents] [List of Tables]

SOCIAL SECURITY
DISABILITY INSURANCE PROGRAM
WORKER EXPERIENCE

ACTUARIAL STUDY NO. 114

by Tim Zayatz, A.S.A.


Termination Study by Select Age and Duration

 

Table 8A.--DI Male Disabled Worker Probability of Recovery

(1991-1995 Social Security disability experience)


Select
age


Duration of disability


Attained
age


0


1


2


3


4


5


6


7


8


9


10+


20

0.009553

0.015415

0.012717

0.024228

0.049460

0.051673

0.042813

0.033578

0.026503

0.021240

0.019564

30

21

0.009929

0.015681

0.012502

0.022730

0.045963

0.047551

0.038719

0.030601

0.023624

0.019049

0.016099

31

22

0.010193

0.016006

0.012332

0.021366

0.042523

0.043568

0.034949

0.027628

0.020863

0.016961

0.012903

32

23

0.010238

0.016486

0.012225

0.020184

0.039404

0.039793

0.031752

0.024887

0.018558

0.015099

0.010455

33

24

0.010061

0.017097

0.012321

0.019050

0.036607

0.036243

0.029194

0.022694

0.016845

0.013673

0.008810

34

 

 

 

 

 

 

 

 

 

 

 

 

 

25

0.009942

0.017739

0.012511

0.018076

0.033920

0.033008

0.026916

0.021029

0.015789

0.012532

0.007663

35

26

0.009892

0.018347

0.012562

0.017043

0.031107

0.030213

0.024867

0.019809

0.015073

0.011679

0.006774

36

27

0.009754

0.018810

0.012340

0.015820

0.028363

0.027812

0.022960

0.018778

0.014521

0.010992

0.005947

37

28

0.009682

0.019319

0.012168

0.014684

0.025814

0.025592

0.021460

0.017804

0.013814

0.010427

0.005330

38

29

0.009772

0.019916

0.012073

0.013711

0.023704

0.023392

0.020235

0.016849

0.012992

0.009938

0.004840

39

 

 

 

 

 

 

 

 

 

 

 

 

 

30

0.009897

0.020344

0.012141

0.012974

0.022109

0.021621

0.019021

0.015827

0.012181

0.009383

0.004388

40

31

0.010196

0.020776

0.012169

0.012458

0.020815

0.020304

0.017617

0.014691

0.011458

0.008811

0.004061

41

32

0.010543

0.020968

0.012027

0.011852

0.019789

0.019211

0.016270

0.013370

0.010841

0.008217

0.003528

42

33

0.010591

0.020675

0.011808

0.011202

0.018681

0.018250

0.014983

0.012170

0.010036

0.007624

0.003073

43

34

0.010377

0.020295

0.011542

0.010634

0.017445

0.017176

0.014049

0.011188

0.009222

0.006998

0.002798

44

 

 

 

 

 

 

 

 

 

 

 

 

 

35

0.009947

0.019832

0.011129

0.010023

0.016378

0.016043

0.013271

0.010211

0.008413

0.006363

0.002677

45

36

0.009494

0.019337

0.010583

0.009578

0.015244

0.014740

0.012347

0.009308

0.007710

0.005879

0.002677

46

37

0.009200

0.018621

0.009913

0.009159

0.014102

0.013521

0.011120

0.008397

0.007121

0.005482

0.002464

47

38

0.008984

0.017853

0.009195

0.008530

0.012875

0.012354

0.009844

0.007675

0.006494

0.004926

0.002218

48

39

0.008660

0.017239

0.008829

0.007742

0.011906

0.011231

0.008796

0.007057

0.005853

0.004192

0.001984

49

 

 

 

 

 

 

 

 

 

 

 

 

 

40

0.008192

0.016548

0.008515

0.006946

0.011069

0.010271

0.007911

0.006486

0.005246

0.003571

0.001796

50

41

0.007697

0.015583

0.008040

0.006341

0.010142

0.009274

0.007173

0.005818

0.004676

0.003119

0.001614

51

42

0.007226

0.014531

0.007505

0.005913

0.009290

0.008184

0.006413

0.005096

0.004178

0.002879

0.001501

52

43

0.006795

0.013715

0.007009

0.005608

0.008427

0.007186

0.005683

0.004541

0.003649

0.002696

0.001376

53

44

0.006522

0.013021

0.006473

0.005278

0.007550

0.006352

0.004959

0.004055

0.003096

0.002509

0.001281

54

 

 

 

 

 

 

 

 

 

 

 

 

 

45

0.006303

0.012362

0.005849

0.004749

0.006893

0.005678

0.004326

0.003576

0.002592

0.002343

0.000990

55

46

0.006080

0.011615

0.005168

0.004102

0.006379

0.005150

0.003880

0.003068

0.002181

0.002187

0.000855

56

47

0.005640

0.010450

0.004506

0.003512

0.005895

0.004584

0.003529

0.002561

0.001892

0.001954

0.000778

57

48

0.004955

0.008821

0.003941

0.003050

0.005403

0.004002

0.003187

0.002129

0.001678

0.001625

0.000695

58

49

0.004134

0.007335

0.003455

0.002678

0.004940

0.003515

0.002767

0.001797

0.001513

0.001309

0.000603

59

 

 

 

 

 

 

 

 

 

 

 

 

 

50

0.003446

0.006164

0.002984

0.002314

0.004425

0.003190

0.002311

0.001584

0.001314

0.001025

0.000541

60

51

0.003108

0.005264

0.002512

0.001973

0.004033

0.002892

0.001919

0.001382

0.001107

0.000782

0.000453

61

52

0.002751

0.004456

0.002001

0.001692

0.003735

0.002594

0.001589

0.001147

0.000905

0.000590

0.000331

62

53

0.002270

0.003548

0.001565

0.001505

0.003406

0.002243

0.001404

0.000912

0.000687

0.000429

0.000181

63

54

0.001703

0.002684

0.001217

0.001387

0.003026

0.001832

0.001224

0.000741

0.000476

0.000287

0.000102

64

 

 

 

 

 

 

 

 

 

 

 

 

 

55

0.001244

0.002030

0.000932

0.001301

0.002698

0.001493

0.000937

0.000599

0.000297

0.000194

--

65

56

0.001071

0.001681

0.000769

0.001163

0.002273

0.001189

0.000630

0.000426

0.000167

--

--

66

57

0.001002

0.001441

0.000665

0.001017

0.001789

0.000913

0.000366

0.000271

--

--

--

67

58

0.000870

0.001220

0.000547

0.000797

0.001251

0.000676

0.000197

--

--

--

--

68

59

0.000692

0.000937

0.000425

0.000567

0.000767

0.000457

--

--

--

--

--

69

 

 

 

 

 

 

 

 

 

 

 

 

 

60

0.000600

0.000681

0.000296

0.000352

0.000444

--

--

--

--

--

--

70

61

0.000501

0.000459

0.000212

0.000176

--

--

--

--

--

--

--

71

62

0.000424

0.000335

0.000165

--

--

--

--

--

--

--

--

72

63

0.000401

0.000320

--

--

--

--

--

--

--

--

--

73

64

0.000431

--

--

--

--

--

--

--

--

--

--

74


Notes:
(1) Probability of recovery in a multiple-decrement environment. Select age denotes age last birthday at entitlement.
(2) The quantity at duration t represents the probability of recovery during the ( t +1) year of entitlement for those lives originally entitled to disability benefits at select age [ x ] and who are currently attained age [ x ]+ t.
(3) Probabilities are read across the row for durations 0-10, and down the ultimate column ("10+") for durations greater than 10.
(4) The probabilities shown have been graduated using the Whittaker-Henderson Type B two-dimensional graduation methodology. See the appendix for details.

 

Table 8B.--DI Female Disabled Worker Probability of Recovery

(1991-1995 Social Security disability experience)


Select
age


Duration of disability


Attained
age


0


1


2


3


4


5


6


7


8


9


10+


20

0.005521

0.010081

0.011060

0.021152

0.043538

0.046272

0.037780

0.030964

0.022729

0.018703

0.013677

30

21

0.005546

0.010781

0.011118

0.020247

0.040018

0.041727

0.034266

0.028051

0.021086

0.016961

0.012070

31

22

0.005613

0.011392

0.011158

0.019441

0.036788

0.037376

0.030968

0.025350

0.019358

0.015285

0.010591

32

23

0.005736

0.011974

0.011134

0.018533

0.033974

0.033428

0.027923

0.023147

0.017720

0.013908

0.009348

33

24

0.005852

0.012390

0.010845

0.017557

0.031404

0.030092

0.025403

0.021370

0.016344

0.012924

0.008323

34

 

 

 

 

 

 

 

 

 

 

 

 

 

25

0.006005

0.012669

0.010424

0.016286

0.028956

0.027431

0.023239

0.020009

0.015379

0.012226

0.007532

35

26

0.006214

0.012778

0.009902

0.015017

0.026714

0.025307

0.021395

0.018741

0.014850

0.011658

0.006961

36

27

0.006388

0.012944

0.009583

0.013867

0.024688

0.023568

0.019975

0.017550

0.014485

0.011176

0.006549

37

28

0.006491

0.013324

0.009459

0.012905

0.022814

0.022153

0.018853

0.016614

0.014180

0.010727

0.006196

38

29

0.006501

0.013627

0.009446

0.012134

0.021136

0.020900

0.017867

0.015939

0.013849

0.010387

0.005997

39

 

 

 

 

 

 

 

 

 

 

 

 

 

30

0.006456

0.013836

0.009458

0.011536

0.019619

0.019841

0.016812

0.015538

0.013381

0.010133

0.005830

40

31

0.006425

0.013755

0.009413

0.011030

0.018262

0.018946

0.015871

0.015321

0.012772

0.009889

0.005481

41

32

0.006359

0.013577

0.009249

0.010425

0.017106

0.018250

0.015354

0.014907

0.012171

0.009610

0.005067

42

33

0.006277

0.013381

0.009080

0.009818

0.016111

0.017720

0.015024

0.014401

0.011753

0.009300

0.004707

43

34

0.006207

0.013157

0.008866

0.009334

0.015145

0.017209

0.014691

0.013629

0.011377

0.008970

0.004468

44

 

 

 

 

 

 

 

 

 

 

 

 

 

35

0.006347

0.013169

0.008719

0.008873

0.014425

0.016501

0.014219

0.012705

0.010853

0.008677

0.004222

45

36

0.006318

0.013219

0.008531

0.008409

0.013952

0.015719

0.013544

0.011804

0.009919

0.008390

0.004013

46

37

0.006064

0.013094

0.008375

0.007954

0.013654

0.014762

0.012605

0.010962

0.008863

0.007961

0.003748

47

38

0.005926

0.012805

0.008140

0.007566

0.013176

0.013788

0.011711

0.010111

0.007917

0.007330

0.003484

48

39

0.005885

0.012492

0.007757

0.007046

0.012468

0.012785

0.010885

0.009227

0.007168

0.006529

0.003138

49

 

 

 

 

 

 

 

 

 

 

 

 

 

40

0.005840

0.012113

0.007349

0.006524

0.011635

0.011755

0.010121

0.008421

0.006464

0.005720

0.002795

50

41

0.005759

0.011615

0.006847

0.006148

0.010988

0.010661

0.009407

0.007629

0.005855

0.004980

0.002460

51

42

0.005581

0.010974

0.006267

0.005847

0.010351

0.009584

0.008659

0.006875

0.005289

0.004419

0.002170

52

43

0.005386

0.010367

0.005699

0.005554

0.009644

0.008545

0.007728

0.006103

0.004733

0.003990

0.001875

53

44

0.005141

0.009704

0.005243

0.005153

0.008842

0.007641

0.006670

0.005320

0.004217

0.003592

0.001636

54

 

 

 

 

 

 

 

 

 

 

 

 

 

45

0.004774

0.009021

0.005002

0.004663

0.008028

0.006858

0.005701

0.004575

0.003703

0.003196

0.001435

55

46

0.004324

0.008354

0.004565

0.004299

0.007160

0.006204

0.004781

0.003885

0.003174

0.002749

0.001270

56

47

0.003801

0.007577

0.003967

0.003917

0.006318

0.005571

0.003979

0.003329

0.002675

0.002328

0.001053

57

48

0.003297

0.006668

0.003407

0.003519

0.005479

0.004957

0.003405

0.002840

0.002249

0.001901

0.000851

58

49

0.002833

0.005684

0.002992

0.003099

0.004766

0.004293

0.002991

0.002355

0.001906

0.001488

0.000705

59

 

 

 

 

 

 

 

 

 

 

 

 

 

50

0.002475

0.004844

0.002690

0.002641

0.004222

0.003779

0.002636

0.001902

0.001579

0.001151

0.000627

60

51

0.002275

0.004141

0.002385

0.002238

0.003938

0.003389

0.002260

0.001474

0.001294

0.000857

0.000513

61

52

0.002026

0.003554

0.001968

0.001899

0.003776

0.003049

0.001892

0.001169

0.001025

0.000624

0.000298

62

53

0.001722

0.002923

0.001546

0.001699

0.003576

0.002612

0.001576

0.000963

0.000753

0.000424

0.000156

63

54

0.001382

0.002273

0.001207

0.001522

0.003193

0.002112

0.001260

0.000787

0.000513

0.000300

0.000079

64

 

 

 

 

 

 

 

 

 

 

 

 

 

55

0.001182

0.001768

0.000942

0.001272

0.002631

0.001650

0.000942

0.000608

0.000330

0.000231

--

65

56

0.001129

0.001471

0.000712

0.001024

0.002140

0.001274

0.000660

0.000441

0.000208

--

--

66

57

0.001139

0.001286

0.000512

0.000801

0.001740

0.000905

0.000448

0.000306

--

--

--

67

58

0.001076

0.001117

0.000377

0.000610

0.001285

0.000603

0.000295

--

--

--

--

68

59

0.000882

0.000925

0.000275

0.000449

0.000847

0.000379

--

--

--

--

--

69

 

 

 

 

 

 

 

 

 

 

 

 

 

60

0.000675

0.000679

0.000192

0.000310

0.000457

--

--

--

--

--

--

70

61

0.000542

0.000456

0.000130

0.000189

--

--

--

--

--

--

--

71

62

0.000493

0.000332

0.000101

--

--

--

--

--

--

--

--

72

63

0.000507

0.000253

--

--

--

--

--

--

--

--

--

73

64

0.000548

--

--

--

--

--

--

--

--

--

--

74


Notes:
(1) Probability of recovery in a multiple-decrement environment. Select age denotes age last birthday at entitlement.
(2) The quantity at duration t represents the probability of recovery during the ( t +1) year of entitlement for those lives originally entitled to disability benefits at select age [ x ] and who are currently attained age [ x ]+ t.
(3) Probabilities are read across the row for durations 0-10, and down the ultimate column ("10+") for durations greater than 10.
(4) The probabilities shown have been graduated using the Whittaker-Henderson Type B two-dimensional graduation methodology. See the appendix for details.


[Table of Contents] [List of Tables]

July 30, 1999