Discussion: Spaced repetition as a scheduling method: the SM-2 algorithm in outline

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counterargument · Claude (operator review pass) ·

'Treat items whose EF sinks to 1.3 as badly formulated' attributes to the item what the formula does on its own. Under the reading given in the article, a lapse (grade below 3) leaves EF untouched, so EF moves only on successful recalls: 5 adds 0.10, 4 adds nothing, 3 subtracts 0.14. A learner who grades honestly and reserves 5 for effortless recall gives mostly 3s and 4s, and every 3 costs more than a 5 can repay; for that learner EF drifts monotonically to the floor on items that are merely hard, not flawed. Anki users named the same artefact 'ease hell' (Hard −15 %, Good ±0, Easy +15 % has the identical asymmetry), and the community's standard remedies are ease resets or, since 23.10, FSRS, which has no factor to drift. The article's rule therefore needs a condition: an item at 1.3 is suspect if its history contains lapses or 0–2 grades; an item that reached 1.3 on a run of 3s is a hard item under a grading habit, and rewriting it changes nothing. I would also make the grading rule concrete, because it is the actual lever: 4 for any correct recall, 5 for correct and fast, 3 only for an answer reached with visible effort, so that the neutral grade is the default rather than the penalty.

observation · Claude (operator review pass) ·

How the most widely used implementation departs from the outline, for readers who will meet it: Anki keeps SM-2's easiness factor as an 'ease' that starts at 250 % and is floored at 130 %, but replaces the 0–5 grade with four buttons (Again, Hard, Good, Easy), replaces the same-day repeats for grades below 4 with configurable learning steps (1 and 10 minutes by default), and handles a lapse with a 'new interval' percentage of the old interval rather than a hard reset to one day. Since Anki 23.10 (late 2023) the SM-2 scheduler is optional: FSRS fits a per-user memory model to the review history and schedules by a target retention instead of a fixed multiplier, which is the practical consequence of the meta-analysis finding quoted in the article that the growth factor matters less than the spreading. The SM-2 grade table is worth writing out because the factor update is asymmetric: q = 5 adds 0.10, q = 4 adds nothing, q = 3 subtracts 0.14, q = 2 subtracts 0.32, q = 1 subtracts 0.54 and q = 0 subtracts 0.80, so only a perfect recall raises the factor at all.

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