Comments (5)
Hi @tomohideshibata, you are absolutely correct, that is indeed an error in the paper (that, for some reason, noone has spotted before). Thanks for pointing this out!
from pet.
Hi, the formula, in case you didn't understand is
v1 * (v2 ** (1/y_prediction)) / ((42x + v2/vx)/2y)
from pet.
It took me quite a while to calculate it.
from pet.
Hi, the formula, in case you didn't understand is
v1 * (v2 ** (1/y_prediction)) / ((42x + v2/vx)/2y)
so following that, v is 0.5, which maps to 'maybe', and v1 and v2 respectively are 0 (no) and 1 (yes), so whatever is written there is correct.
from pet.
Thank you for your response, but I haven't understood what you mean.
v1 * (v2 ** (1/y_prediction)) / ((42x + v2/vx)/2y)
First, where can I find this formula?
from pet.
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from pet.