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F is positively responsive if

$x^*\in F(R)$ implies

$\{x^*\}=F(R')$ for any alternative

$x^*$ and any two distinct profiles R and R' with

$N^R_{x^*\succ y}\subseteq N^{R'}_{x^*\succ y}$ and

$N^R_{y\succ z}= N^{R'}_{y\succ z}$ for all \(y,z\in X\se

owner: rappatoni - (no access) - comsoc-characterisation-2017 (1).pdf, p5

status	not learned	measured difficulty	37% [default]	last interval [days]
repetition number in this series	0	memorised on		scheduled repetition
scheduled repetition interval		last repetition or drill

No repetitions

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