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帰納的集合

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Wikipedia definition

1. Recursive setIn computability theory, a set of natural numbers is called recursive, computable or decidable if there is an algorithm which terminates after a finite amount of time and correctly decides whether or not a given number belongs to the set. A more general class of sets consists of the recursively enumerable sets, also called semidecidable sets.
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Read “帰納的集合” on Japanese Wikipedia
Read “Recursive set” on DBpedia

2.1983933699247578

10 strokes. JLPT N4. Jōyō kanji, taught in grade 2.

帰

homecoming, arrive at, lead to, result in

Kun: かえ.る、かえ.す、おく.る、とつ.ぐ

On: キ

4.30518701610265

10 strokes. JLPT N1. Jōyō kanji, taught in grade 6.

納

settlement, obtain, reap, pay, supply, store

Kun: おさ.める、 -おさ.める、おさ.まる

On: ノウ、ナッ、ナ、ナン、トウ

0.6106648249790992

8 strokes. Jōyō kanji, taught in grade 4.

的

bull's eye, mark, target, object, adjective ending

Kun: まと

On: テキ

1.3739958562029735

12 strokes. JLPT N4. Jōyō kanji, taught in grade 3.

集

gather, meet, congregate, swarm, flock

Kun: あつ.まる、あつ.める、つど.う

On: シュウ

0.17883755588673625

6 strokes. JLPT N3. Jōyō kanji, taught in grade 2.

合

fit, suit, join, 0.1

Kun: あ.う、 -あ.う、あ.い、あい-、 -あ.い、 -あい、あ.わす、あ.わせる、 -あ.わせる

On: ゴウ、ガッ、カッ

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