22H Page 69
Putting j = 6 δi6 = Πi6.β
|∴ PB(ΔDi + lim = cross) = Πi.β|
|∴ (for Χ2 = lim)||PB(ΔD2 + → x) = Π2.β||(H9)|
||[illegible] → dot (nearly always)|
|[illegible] → cross (for punctuation)|
|∴||ΔD2 → dot|
|ΔD2 + Lim → dot (R1 p. 9)||(H10)|
Figs. 22 (VI)(VII)(VIII) give scores [illegible] for the various ΔD counts shown.
The following table gives values for two impulse ΔD proportional bulges against limitation dots and crosses.
|δ..≡||PB(ΔDi = . ΔDj = . | L = .)|
|δ..≡||PB(ΔDi = . ΔDj = . | L = x)|
|δ..≡||PB(ΔDi = . ΔDj = .)||and so on|
The workings are left to the reader (similar workings are given on R4 p. 80)
Two results should be noticed.
(i). Whatever the relative values of Π.. and Πxx. This shows that the benefits of counting against Χ2 limitation