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Life table person-years and expectation: Open interval person-years multiply by the rate · case 05

Expectation at the oldest ages collapses.

Member previewVariant 5 · 3 implementations · 8 checks per implementation

Case contract

Input l (survivors by age, last entry is the open interval) and m_open (per mille central rate of the open interval, <=0 -> 'invalid open rate'). L_x = l_{x+1} + d_x/2, L_open = l_open/m, T_x = sum of L from x, e_x = T_x/l_x rounded to 4 places (None where l_x=0).

Why this case matters

Life-table arithmetic compounds across ages, so one misplaced index or assumption shifts every downstream value.

One recorded failure

Sample boundary fixture

This sample comes from the broken implementation of a controlled reproducer.

Boundary fixtureActualExpectedOutcome
table 0[7.0507, 6.0864, 5.1244, 4.1606, 3.1928, 2.2199, 1.2401, 0.25][10.569, 9.624, 8.686, 7.7501, 6.8139, 5.8774, 4.9405, 4.0]Failed

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