Intersurvey indirect life table of first union dissolution
Time (years since first union) . | Interval . | Interpolated Intersurvey S(t) . | S(t) / S(t – 1) . | Adjustment Factor (1 – (4)) . | Censoreda (intact first unions) . | Intact Firstb Unions at Beginning of Interval . | Dissolved Unions . | Cumulated Dissolved Unions . | Survival Probability . | Quantum-Adjusted Survival Rates, S*(t) . |
---|---|---|---|---|---|---|---|---|---|---|
(1) . | (2) . | (3) . | (4) . | (5) . | (6) . | (7) . | (8) . | (9) . | (10) . | (11) . |
1 | [0, 1) | .8772 | .8772 | .1228 | 877 | 30,000 | 3,629 | 10,377 | .6503 | .6503 |
2 | [1, 2) | .8350 | .9518 | .0482 | 835 | 25,494 | 1,208 | 6,748 | .8210 | .5339 |
3 | [2, 3) | .7978 | .9555 | .0445 | 798 | 23,451 | 1,026 | 5,540 | .8148 | .4350 |
4 | [3, 4) | .7654 | .9594 | .0406 | 765 | 21,627 | 862 | 4,515 | .8090 | .3519 |
5 | [4, 5) | .7375 | .9635 | .0365 | 737 | 19,999 | 717 | 3,652 | .8037 | .2828 |
6 | [5, 6) | .7136 | .9676 | .0324 | 714 | 18,545 | 589 | 2,935 | .7995 | .2261 |
7 | [6, 7) | .6935 | .9718 | .0282 | 694 | 17,243 | 476 | 2,346 | .7972 | .1802 |
8 | [7, 8) | .6768 | .9760 | .0240 | 677 | 16,073 | 378 | 1,870 | .7977 | .1438 |
9 | [8, 9) | .6632 | .9799 | .0201 | 663 | 15,018 | 295 | 1,492 | .8024 | .1154 |
10 | [9, 10) | .6524 | .9837 | .0163 | 652 | 14,060 | 224 | 1,197 | .8126 | .0937 |
11 | [10, 11) | .6440 | .9871 | .0129 | 644 | 13,183 | 166 | 973 | .8294 | .0777 |
12 | [11, 12) | .6376 | .9902 | .0098 | 638 | 12,373 | 119 | 807 | .8530 | .0663 |
13 | [12, 13) | .6331 | .9928 | .0072 | 633 | 11,617 | 81 | 688 | .8818 | .0585 |
14 | [13, 14) | .6299 | .9950 | .0050 | 630 | 10,902 | 53 | 607 | .9124 | .0534 |
15 | [14, 15) | .6278 | .9967 | .0033 | 628 | 10,219 | 33 | 554 | .9402 | .0502 |
16 | [15, 16) | .6264 | .9978 | .0022 | 626 | 9,558 | 20 | 521 | .9614 | .0482 |
17 | [16, 17) | .6254 | .9985 | .0015 | 625 | 8,912 | 13 | 501 | .9737 | .0470 |
18 | [17, 18) | .6246 | .9986 | .0014 | 625 | 8,273 | 11 | 487 | .9767 | .0459 |
19 | [18, 19) | .6234 | .9981 | .0019 | 623 | 7,637 | 14 | 476 | .9714 | .0446 |
20 | [19, 20) | .6216 | .9972 | .0028 | 622 | 7,000 | 19 | 462 | .9591 | .0427 |
21 | [20, 21) | .6189 | .9957 | .0043 | 619 | 6,360 | 26 | 443 | .9407 | .0402 |
22 | [21, 22) | .6150 | .9936 | .0064 | 615 | 5,715 | 35 | 417 | .9168 | .0369 |
23 | [22, 23) | .6094 | .9909 | .0091 | 609 | 5,065 | 43 | 382 | .8870 | .0327 |
24 | [23, 24) | .6019 | .9876 | .0124 | 602 | 4,412 | 51 | 339 | .8503 | .0278 |
25 | [24, 25) | .5920 | .9837 | .0163 | 592 | 3,760 | 56 | 288 | .8043 | .0224 |
26 | [25, 26) | .5796 | .9790 | .0210 | 580 | 3,111 | 59 | 232 | .7448 | .0167 |
27 | [26, 27) | .5642 | .9735 | .0265 | 564 | 2,472 | 58 | 173 | .6638 | .0111 |
28 | [27, 28) | .5456 | .9669 | .0331 | 546 | 1,850 | 52 | 115 | .5452 | .0060 |
29 | [28, 29) | .5233 | .9591 | .0409 | 523 | 1,252 | 40 | 63 | .3529 | .0021 |
30 | [29, 30) | .4970 | .9498 | .0502 | 497 | 689 | 22 | 22 | .0000 | .0000 |
Time (years since first union) . | Interval . | Interpolated Intersurvey S(t) . | S(t) / S(t – 1) . | Adjustment Factor (1 – (4)) . | Censoreda (intact first unions) . | Intact Firstb Unions at Beginning of Interval . | Dissolved Unions . | Cumulated Dissolved Unions . | Survival Probability . | Quantum-Adjusted Survival Rates, S*(t) . |
---|---|---|---|---|---|---|---|---|---|---|
(1) . | (2) . | (3) . | (4) . | (5) . | (6) . | (7) . | (8) . | (9) . | (10) . | (11) . |
1 | [0, 1) | .8772 | .8772 | .1228 | 877 | 30,000 | 3,629 | 10,377 | .6503 | .6503 |
2 | [1, 2) | .8350 | .9518 | .0482 | 835 | 25,494 | 1,208 | 6,748 | .8210 | .5339 |
3 | [2, 3) | .7978 | .9555 | .0445 | 798 | 23,451 | 1,026 | 5,540 | .8148 | .4350 |
4 | [3, 4) | .7654 | .9594 | .0406 | 765 | 21,627 | 862 | 4,515 | .8090 | .3519 |
5 | [4, 5) | .7375 | .9635 | .0365 | 737 | 19,999 | 717 | 3,652 | .8037 | .2828 |
6 | [5, 6) | .7136 | .9676 | .0324 | 714 | 18,545 | 589 | 2,935 | .7995 | .2261 |
7 | [6, 7) | .6935 | .9718 | .0282 | 694 | 17,243 | 476 | 2,346 | .7972 | .1802 |
8 | [7, 8) | .6768 | .9760 | .0240 | 677 | 16,073 | 378 | 1,870 | .7977 | .1438 |
9 | [8, 9) | .6632 | .9799 | .0201 | 663 | 15,018 | 295 | 1,492 | .8024 | .1154 |
10 | [9, 10) | .6524 | .9837 | .0163 | 652 | 14,060 | 224 | 1,197 | .8126 | .0937 |
11 | [10, 11) | .6440 | .9871 | .0129 | 644 | 13,183 | 166 | 973 | .8294 | .0777 |
12 | [11, 12) | .6376 | .9902 | .0098 | 638 | 12,373 | 119 | 807 | .8530 | .0663 |
13 | [12, 13) | .6331 | .9928 | .0072 | 633 | 11,617 | 81 | 688 | .8818 | .0585 |
14 | [13, 14) | .6299 | .9950 | .0050 | 630 | 10,902 | 53 | 607 | .9124 | .0534 |
15 | [14, 15) | .6278 | .9967 | .0033 | 628 | 10,219 | 33 | 554 | .9402 | .0502 |
16 | [15, 16) | .6264 | .9978 | .0022 | 626 | 9,558 | 20 | 521 | .9614 | .0482 |
17 | [16, 17) | .6254 | .9985 | .0015 | 625 | 8,912 | 13 | 501 | .9737 | .0470 |
18 | [17, 18) | .6246 | .9986 | .0014 | 625 | 8,273 | 11 | 487 | .9767 | .0459 |
19 | [18, 19) | .6234 | .9981 | .0019 | 623 | 7,637 | 14 | 476 | .9714 | .0446 |
20 | [19, 20) | .6216 | .9972 | .0028 | 622 | 7,000 | 19 | 462 | .9591 | .0427 |
21 | [20, 21) | .6189 | .9957 | .0043 | 619 | 6,360 | 26 | 443 | .9407 | .0402 |
22 | [21, 22) | .6150 | .9936 | .0064 | 615 | 5,715 | 35 | 417 | .9168 | .0369 |
23 | [22, 23) | .6094 | .9909 | .0091 | 609 | 5,065 | 43 | 382 | .8870 | .0327 |
24 | [23, 24) | .6019 | .9876 | .0124 | 602 | 4,412 | 51 | 339 | .8503 | .0278 |
25 | [24, 25) | .5920 | .9837 | .0163 | 592 | 3,760 | 56 | 288 | .8043 | .0224 |
26 | [25, 26) | .5796 | .9790 | .0210 | 580 | 3,111 | 59 | 232 | .7448 | .0167 |
27 | [26, 27) | .5642 | .9735 | .0265 | 564 | 2,472 | 58 | 173 | .6638 | .0111 |
28 | [27, 28) | .5456 | .9669 | .0331 | 546 | 1,850 | 52 | 115 | .5452 | .0060 |
29 | [28, 29) | .5233 | .9591 | .0409 | 523 | 1,252 | 40 | 63 | .3529 | .0021 |
30 | [29, 30) | .4970 | .9498 | .0502 | 497 | 689 | 22 | 22 | .0000 | .0000 |