criterion.（基準（criterionの複数形）とは - 英語 - 多言語 | ディクト

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criterion.

criterions

活用形複数形

plural of criterion

原形: criterion

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The committee debated which criterions should be prioritized in the final report.

criterional

別表記異形

Alternative form of criterial

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The committee debated whether the criterional requirements were sufficiently clear to guide admission decisions.

criterion

IPA（発音記号）

/kɹaɪˈtɪəɹi.ən/

A standard or test by which individual things or people may be compared and judged.

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Academic achievement was the sole criterion for admission to the scholarship program.

関連語

criteria

（ plural ）

verifiability criterion

(philosophy) Synonym of verifiability principle

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In his paper, he defended the verifiability criterion as essential for distinguishing empirical assertions from metaphysical ones.

criterion of verifiability

(philosophy) Synonym of verifiability principle

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The philosopher argued that the criterion of verifiability should be applied strictly when evaluating empirical claims.

criterion of verification

(philosophy) Synonym of verifiability principle

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Philosophers debated whether the criterion of verification could meaningfully demarcate scientific statements from metaphysical ones.

verification criterion

(philosophy) Synonym of verifiability principle

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The philosopher argued that the verification criterion should guide scientific inquiry, not metaphysical speculation.

Kelly criterion

(probability theory) A formula used to determine the optimal size of a series of bets in order to maximize the logarithm of wealth.

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Many quantitative traders use the Kelly criterion to size positions and manage risk across repeated trades.

Feighner criterion

複数形

(psychiatry, chiefly in the plural) Any of a set of influential psychiatric diagnostic criteria developed from the late 1950s to the early 1970s.

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During the review, clinicians questioned whether the Feighner criterion adequately captured the complexities of contemporary mood disorders.

関連語

Feighner criteria

（ plural ）

Euler's criterion

IPA（発音記号）

/ˈɔɪ̯.lə(ɹ)z kɹaɪ̯.ˈtɪ.ɹi.ən/

(number theory) A theorem which states that, given a positive integer a which is coprime to an odd prime number p, a is a quadratic residue of p if and only if a^((p-1)/2) is congruent to 1 modulo p.

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