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[Question; Paper] about equation 4 & figure 2
The value of S(a', p) in Figure 2 is calculated from the equation 4.
- S(a', p) = 1/(1+e^-6) + 1/(1+e^-2)
However, when I calculate eq 4 with the below values the value of S(a', p) is different.
-
i = {9, 10}
-
delta = 4
-
t_a' = 9
-
S(a', p) = 1/(1+e^-10) + 1/(1+e^-6)
Thank you for your email.
I found that Equation 4 is slightly wrong. Specifically, i' is calculated as "-6 + 12(i-t_a') / (delta-1)." Thus, the computation example in Figure 2 is closer to what I mean to be.
Sincerely, Won-Seok Hwang.
On Thu, Sep 3, 2020 at 1:17 PM YoungJaeChoung [email protected] wrote:
S(a', p) in Figure 2 is calculated from the equation 4.
- S(a', p) = 1/(1+e^-6) + 1/(1+e^-2)
However, when I calculate eq 4 with the below values the S(a', p) is different.
i = {9, 10}
delta = 4
t_a' = 9
S(a', p) = 1/(1+e^-10) + 1/(1+e^-6)
Which one is right...? or am I wrong...? Thanks.
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