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Not clear. Describe the evaluation algorithm.
In the multiplication table from 1 to 10 there are 100 variants of combinations. So, 100 correct answers to all multiplication variants of numbers are required for complete memorisation.
You mean iterate through different options as I suggested earlier?
There is no separate metric for the quality of "memorisation" in MO. Memorisation and generalisation are two related elements of the same process, two sides of the same coin, which share a common metric such as logloss.
Valuable experts could finally read the theory of MO.
When writing data to a database (or to a tree, or to a maximal learning clustering model), it just writes it as it is, without any extra actions. The database has no idea what it is given to memorise (multiplication table, Ohm's law, another formula or market near-random). What it is given to remember/record, it stores in database rows, leaves, clusters.
Before talking about an applied kind of learning (algorithm), and even learning theory, I wanted to draw attention to the full picture of the local sabj (learning). From and to.
Based on some answers,
Learning is agradual mastering of a way of interacting with the world, where learning becomes not so much a process of accumulating knowledge as a constant adaptation, understanding of patterns and the ability to apply them in practice in a new context.
I just disagree with the opinion that recording becomes memorisation only after evaluation.
When writing data to a database (or to a tree, or to a maximal learning clustering model), it just writes it as it is, without any extra actions. The database has no idea what it is given to memorise (multiplication table, Ohm's law, another formula or market near-random). What it is given to remember/record, it stores in database rows, leaves, clusters.
A counter question to experts: what is the difference between knowledge acquisition and memorisation?