Reading _nextRevIvl
and its subfunction _constrainedIvl
plus _rescheduleLapse
will illuminate how Anki calculates the due date (the “interval”) of a flashcard, based on whether you answer
- 1 (fail)
- 2 (pass but hard)
- 3 (pass)
- 4 (pass and easy)
This is more of a self-note, so I assume you’ve read the Anki manual top-to-bottom a couple of times.
Let d >= 0
, “delay”, be the days between the due date and the date you actually reviewed. This can be important because if you successfully answer a flashcard a long time after it was due for study, that means you probably know it really well.
Let f
, “factor” be the flashcard’s factor, which is Anki’s estimate for how well you’ve memorized this flashcard. The bigger the number, the better you understand it. It’s maximum is 1300 and it gets incremented by 150 to 200 “points” every review, as we will show below. The manual also calls this “ease”.
A few user-configured parameters. Let m
be the “interval modifier”, a number nominally around 1.0 but that a user can set higher or lower. Anki multiplies the interval by this number, letting the user ask for more or less time between reviews uniformly, across all cards. Let m4
be another user-specified interval modifier, by default 1.3, which applies for “easy” reviews (hence the “4” in the name). And let m0
be the user-specified “new interval”, i.e., a small number closer to 0 than 1 that’s used when you fail a card. By default m0 = 0
.
Finally, let i
be the most-recent interval.
Here’s how to calculate the new interval:
i1 = m0 * i
is the new interval for failed reviews. It can have a minimum.i2 = max(i + 1, (i + d/4) * 1.2 * m)
is the new interval for hard reviews.i3 = max(i2 + 1, (i + d/2) * (f / 1000) * m)
is the new interval for ok reviews.i4 = max(i3 + 1, (i + d) * (f / 1000) * m * m4)
is the new interval for easy reviews.
And here’s another very important piece: how to calculate the new factor f
. Recall that this is Anki’s guess of the strengh of the memory in your mind, and it controls the exponential growth of intervals for ok (#3) and easy (#4) reivews.
f' = max(1300, f - 200)
when you fail a review (#1, reference)f' = max(1300, f - 150)
for a hard review (#2).f' = f
for an ok review (#3). No change in factor.f' = max(1300, f + 150)
for an easy review (#4, reference).
In words, failed and hard reviews decrease the rate of exponential growth of intervals. Ok reivews maintain it. Easy reviews increase the rate of growth.
@6lancmange
Yes, I think so.
f is in pro mille. So 2500 = 250% = 2.5
@fasiha
Thank you for your work. I appreciate it, and it was useful for me. But
f' = f - 200 when you fail a review
Shouldn't it be
f' = max (1300, f - 200) when you fail a review
and
f' = f - 150 for a hard review
Shouldn't it be
f' = max (1300, f - 150) for a hard review
further:
shouldn't it be:
Source: https://github.com/dae/anki/blob/24b451b0e4cfb50191e294052363a79f69f35c02/anki/sched.py#L815
and further:
"It's maximum is 1300". Shouldn't it be: "It's minimum is 1300"? Factor will never be lower than 1300.