See prime in All languages combined, or Wiktionary
{
"categories": [
{
"kind": "other",
"name": "Anagramm sortiert (Englisch)",
"parents": [],
"source": "w"
},
{
"kind": "other",
"name": "Englisch",
"parents": [],
"source": "w"
},
{
"kind": "other",
"name": "Roter Audiolink",
"parents": [],
"source": "w"
},
{
"kind": "other",
"name": "Rückläufige Wörterliste (Englisch)",
"parents": [],
"source": "w"
},
{
"kind": "other",
"name": "Substantiv (Englisch)",
"parents": [],
"source": "w"
},
{
"kind": "other",
"name": "Wiktionary:Audio-Datei",
"parents": [],
"source": "w"
},
{
"kind": "other",
"name": "Siehe auch",
"orig": "siehe auch",
"parents": [],
"source": "w"
}
],
"forms": [
{
"form": "the prime",
"tags": [
"singular"
]
},
{
"form": "the primes",
"tags": [
"plural"
]
}
],
"hypernyms": [
{
"sense_index": "1",
"word": "number"
}
],
"hyphenation": "prime",
"hyponyms": [
{
"sense_index": "1",
"word": "additive prime"
},
{
"sense_index": "1",
"word": "annihilating prime"
},
{
"sense_index": "1",
"word": "Bell number prime"
},
{
"sense_index": "1",
"word": "Carol prime"
},
{
"sense_index": "1",
"word": "centered decagonal prime"
},
{
"sense_index": "1",
"word": "centered heptagonal prime"
},
{
"sense_index": "1",
"word": "centered square prime"
},
{
"sense_index": "1",
"word": "centered triangular prime"
},
{
"sense_index": "1",
"word": "Chen prime"
},
{
"sense_index": "1",
"word": "circular prime"
},
{
"sense_index": "1",
"word": "cousin prime"
},
{
"sense_index": "1",
"word": "Cuban prime"
},
{
"sense_index": "1",
"word": "Cullen prime"
},
{
"sense_index": "1",
"word": "dihedral prime"
},
{
"sense_index": "1",
"word": "double factorial prime"
},
{
"sense_index": "1",
"word": "double Mersenne prime"
},
{
"sense_index": "1",
"word": "Eisenstein prime without imaginary part"
},
{
"sense_index": "1",
"word": "emirps"
},
{
"sense_index": "1",
"word": "Euclid prime"
},
{
"sense_index": "1",
"word": "Euler irregular prime"
},
{
"sense_index": "1",
"word": "even prime"
},
{
"sense_index": "1",
"word": "factorial prime"
},
{
"sense_index": "1",
"word": "Fermat prime"
},
{
"sense_index": "1",
"word": "Fibonacci prime"
},
{
"sense_index": "1",
"word": "fortunate prime"
},
{
"sense_index": "1",
"word": "Gaussian prime"
},
{
"sense_index": "1",
"word": "generalized Fermat prime base 10"
},
{
"sense_index": "1",
"word": "Genocchi number prime"
},
{
"sense_index": "1",
"word": "Gilda's prime"
},
{
"sense_index": "1",
"word": "good prime"
},
{
"sense_index": "1",
"word": "happy prime"
},
{
"sense_index": "1",
"word": "harmonic prime"
},
{
"sense_index": "1",
"word": "Higgs prime for squares"
},
{
"sense_index": "1",
"word": "highly cototient number prime"
},
{
"sense_index": "1",
"word": "irregular prime"
},
{
"sense_index": "1",
"word": "irregular prime"
},
{
"sense_index": "1",
"word": "isolated prime"
},
{
"sense_index": "1",
"word": "Kynea prime"
},
{
"sense_index": "1",
"word": "left-truncatable prime"
},
{
"sense_index": "1",
"word": "Leyland prime"
},
{
"sense_index": "1",
"word": "long prime"
},
{
"sense_index": "1",
"word": "Lucas prime"
},
{
"sense_index": "1",
"word": "lucky prime"
},
{
"sense_index": "1",
"word": "Markov prime"
},
{
"sense_index": "1",
"word": "Mersenne prime"
},
{
"sense_index": "1",
"word": "Mills prime"
},
{
"sense_index": "1",
"word": "minimal prime"
},
{
"sense_index": "1",
"word": "Motzkin prime"
},
{
"sense_index": "1",
"word": "Newman–Shanks–Williams prime"
},
{
"sense_index": "1",
"word": "non-generous prime"
},
{
"sense_index": "1",
"word": "odd prime"
},
{
"sense_index": "1",
"word": "Padovan prime"
},
{
"sense_index": "1",
"word": "palindromic prime"
},
{
"sense_index": "1",
"word": "palindromic wing prime"
},
{
"sense_index": "1",
"word": "partition prime"
},
{
"sense_index": "1",
"word": "Pell prime"
},
{
"sense_index": "1",
"word": "permutable prime"
},
{
"sense_index": "1",
"word": "Perrin prime"
},
{
"sense_index": "1",
"word": "Pierpont prime"
},
{
"sense_index": "1",
"word": "Pillai prime"
},
{
"sense_index": "1",
"word": "primeval prime"
},
{
"sense_index": "1",
"word": "primorial prime"
},
{
"sense_index": "1",
"word": "Proth prime"
},
{
"sense_index": "1",
"word": "Pythagorean prime"
},
{
"sense_index": "1",
"word": "Quartan prime"
},
{
"sense_index": "1",
"word": "Ramanujan prime"
},
{
"sense_index": "1",
"word": "regular prime"
},
{
"sense_index": "1",
"word": "Repunit prime"
},
{
"sense_index": "1",
"word": "right-truncatable prime"
},
{
"sense_index": "1",
"word": "safe prime"
},
{
"sense_index": "1",
"word": "sexy prime"
},
{
"sense_index": "1",
"word": "Smarandache–Wellin prime"
},
{
"sense_index": "1",
"word": "Solinas prime"
},
{
"sense_index": "1",
"word": "Sophie Germain prime"
},
{
"sense_index": "1",
"word": "Star prime"
},
{
"sense_index": "1",
"word": "Stern prime"
},
{
"sense_index": "1",
"word": "super-prime"
},
{
"sense_index": "1",
"word": "supersingular prime"
},
{
"sense_index": "1",
"word": "swinging prime"
},
{
"sense_index": "1",
"word": "Thabit number prime"
},
{
"sense_index": "1",
"word": "twin prime"
},
{
"sense_index": "1",
"word": "two-sided prime"
},
{
"sense_index": "1",
"word": "Ulam number prime"
},
{
"sense_index": "1",
"word": "unique prime"
},
{
"sense_index": "1",
"word": "Wagstaff prime"
},
{
"sense_index": "1",
"word": "Wall–Sun–Sun prime"
},
{
"sense_index": "1",
"word": "Wedderburn-Etherington number prime"
},
{
"sense_index": "1",
"word": "Weakly primes"
},
{
"sense_index": "1",
"word": "Wieferich prime"
},
{
"sense_index": "1",
"word": "Wilson prime"
},
{
"sense_index": "1",
"word": "Wolstenholme prime"
},
{
"sense_index": "1",
"word": "Woodall prime"
}
],
"lang": "Englisch",
"lang_code": "en",
"pos": "noun",
"senses": [
{
"examples": [
{
"text": "17 is a prime.",
"translation": "17 ist eine Primzahl."
},
{
"text": "Primes are used in cryptography and are very useful.",
"translation": "Primzahlen werden in der Kryptografie verwendet und sind sehr nützlich."
},
{
"ref": "Prime. Wikipedia, 28. Februar 2015, archiviert vom Original am 28. Februar 2015 abgerufen am 31. März 2015 (HTML, Deutsch).",
"text": "„There are infinitely many primes, as demonstrated by Euclid around 300 BC.“",
"translation": "Es gibt unendlich viele Primzahlen, wie von Euklid um 300 v. Chr. bewiesen."
},
{
"ref": "Otto Ribbeck (Herausgeber): Scaenicae Romanorum poesis fragmenta. 3. Auflage. Band 2: Comicorum Fragmenta, B. G. Teubner, Leipzig 1898 (Internet Archive) , Seite 6.",
"text": "„Acontizomenos fabula est prime proba.“ (Naev. com. 1)"
}
],
"glosses": [
"eine Primzahl"
],
"id": "de-prime-en-noun-JdML8psZ",
"raw_tags": [
"Zahlentheorie"
],
"sense_index": "1",
"topics": [
"mathematics"
]
}
],
"sounds": [
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"synonyms": [
{
"sense_index": "1",
"word": "prime number"
}
],
"translations": [
{
"lang": "Deutsch",
"lang_code": "de",
"sense": "Mathematik, Zahlentheorie: eine Primzahl",
"sense_index": "1",
"tags": [
"feminine"
],
"word": "Primzahl"
}
],
"word": "prime"
}
{
"categories": [
"Anagramm sortiert (Englisch)",
"Englisch",
"Roter Audiolink",
"Rückläufige Wörterliste (Englisch)",
"Substantiv (Englisch)",
"Wiktionary:Audio-Datei",
"siehe auch"
],
"forms": [
{
"form": "the prime",
"tags": [
"singular"
]
},
{
"form": "the primes",
"tags": [
"plural"
]
}
],
"hypernyms": [
{
"sense_index": "1",
"word": "number"
}
],
"hyphenation": "prime",
"hyponyms": [
{
"sense_index": "1",
"word": "additive prime"
},
{
"sense_index": "1",
"word": "annihilating prime"
},
{
"sense_index": "1",
"word": "Bell number prime"
},
{
"sense_index": "1",
"word": "Carol prime"
},
{
"sense_index": "1",
"word": "centered decagonal prime"
},
{
"sense_index": "1",
"word": "centered heptagonal prime"
},
{
"sense_index": "1",
"word": "centered square prime"
},
{
"sense_index": "1",
"word": "centered triangular prime"
},
{
"sense_index": "1",
"word": "Chen prime"
},
{
"sense_index": "1",
"word": "circular prime"
},
{
"sense_index": "1",
"word": "cousin prime"
},
{
"sense_index": "1",
"word": "Cuban prime"
},
{
"sense_index": "1",
"word": "Cullen prime"
},
{
"sense_index": "1",
"word": "dihedral prime"
},
{
"sense_index": "1",
"word": "double factorial prime"
},
{
"sense_index": "1",
"word": "double Mersenne prime"
},
{
"sense_index": "1",
"word": "Eisenstein prime without imaginary part"
},
{
"sense_index": "1",
"word": "emirps"
},
{
"sense_index": "1",
"word": "Euclid prime"
},
{
"sense_index": "1",
"word": "Euler irregular prime"
},
{
"sense_index": "1",
"word": "even prime"
},
{
"sense_index": "1",
"word": "factorial prime"
},
{
"sense_index": "1",
"word": "Fermat prime"
},
{
"sense_index": "1",
"word": "Fibonacci prime"
},
{
"sense_index": "1",
"word": "fortunate prime"
},
{
"sense_index": "1",
"word": "Gaussian prime"
},
{
"sense_index": "1",
"word": "generalized Fermat prime base 10"
},
{
"sense_index": "1",
"word": "Genocchi number prime"
},
{
"sense_index": "1",
"word": "Gilda's prime"
},
{
"sense_index": "1",
"word": "good prime"
},
{
"sense_index": "1",
"word": "happy prime"
},
{
"sense_index": "1",
"word": "harmonic prime"
},
{
"sense_index": "1",
"word": "Higgs prime for squares"
},
{
"sense_index": "1",
"word": "highly cototient number prime"
},
{
"sense_index": "1",
"word": "irregular prime"
},
{
"sense_index": "1",
"word": "irregular prime"
},
{
"sense_index": "1",
"word": "isolated prime"
},
{
"sense_index": "1",
"word": "Kynea prime"
},
{
"sense_index": "1",
"word": "left-truncatable prime"
},
{
"sense_index": "1",
"word": "Leyland prime"
},
{
"sense_index": "1",
"word": "long prime"
},
{
"sense_index": "1",
"word": "Lucas prime"
},
{
"sense_index": "1",
"word": "lucky prime"
},
{
"sense_index": "1",
"word": "Markov prime"
},
{
"sense_index": "1",
"word": "Mersenne prime"
},
{
"sense_index": "1",
"word": "Mills prime"
},
{
"sense_index": "1",
"word": "minimal prime"
},
{
"sense_index": "1",
"word": "Motzkin prime"
},
{
"sense_index": "1",
"word": "Newman–Shanks–Williams prime"
},
{
"sense_index": "1",
"word": "non-generous prime"
},
{
"sense_index": "1",
"word": "odd prime"
},
{
"sense_index": "1",
"word": "Padovan prime"
},
{
"sense_index": "1",
"word": "palindromic prime"
},
{
"sense_index": "1",
"word": "palindromic wing prime"
},
{
"sense_index": "1",
"word": "partition prime"
},
{
"sense_index": "1",
"word": "Pell prime"
},
{
"sense_index": "1",
"word": "permutable prime"
},
{
"sense_index": "1",
"word": "Perrin prime"
},
{
"sense_index": "1",
"word": "Pierpont prime"
},
{
"sense_index": "1",
"word": "Pillai prime"
},
{
"sense_index": "1",
"word": "primeval prime"
},
{
"sense_index": "1",
"word": "primorial prime"
},
{
"sense_index": "1",
"word": "Proth prime"
},
{
"sense_index": "1",
"word": "Pythagorean prime"
},
{
"sense_index": "1",
"word": "Quartan prime"
},
{
"sense_index": "1",
"word": "Ramanujan prime"
},
{
"sense_index": "1",
"word": "regular prime"
},
{
"sense_index": "1",
"word": "Repunit prime"
},
{
"sense_index": "1",
"word": "right-truncatable prime"
},
{
"sense_index": "1",
"word": "safe prime"
},
{
"sense_index": "1",
"word": "sexy prime"
},
{
"sense_index": "1",
"word": "Smarandache–Wellin prime"
},
{
"sense_index": "1",
"word": "Solinas prime"
},
{
"sense_index": "1",
"word": "Sophie Germain prime"
},
{
"sense_index": "1",
"word": "Star prime"
},
{
"sense_index": "1",
"word": "Stern prime"
},
{
"sense_index": "1",
"word": "super-prime"
},
{
"sense_index": "1",
"word": "supersingular prime"
},
{
"sense_index": "1",
"word": "swinging prime"
},
{
"sense_index": "1",
"word": "Thabit number prime"
},
{
"sense_index": "1",
"word": "twin prime"
},
{
"sense_index": "1",
"word": "two-sided prime"
},
{
"sense_index": "1",
"word": "Ulam number prime"
},
{
"sense_index": "1",
"word": "unique prime"
},
{
"sense_index": "1",
"word": "Wagstaff prime"
},
{
"sense_index": "1",
"word": "Wall–Sun–Sun prime"
},
{
"sense_index": "1",
"word": "Wedderburn-Etherington number prime"
},
{
"sense_index": "1",
"word": "Weakly primes"
},
{
"sense_index": "1",
"word": "Wieferich prime"
},
{
"sense_index": "1",
"word": "Wilson prime"
},
{
"sense_index": "1",
"word": "Wolstenholme prime"
},
{
"sense_index": "1",
"word": "Woodall prime"
}
],
"lang": "Englisch",
"lang_code": "en",
"pos": "noun",
"senses": [
{
"examples": [
{
"text": "17 is a prime.",
"translation": "17 ist eine Primzahl."
},
{
"text": "Primes are used in cryptography and are very useful.",
"translation": "Primzahlen werden in der Kryptografie verwendet und sind sehr nützlich."
},
{
"ref": "Prime. Wikipedia, 28. Februar 2015, archiviert vom Original am 28. Februar 2015 abgerufen am 31. März 2015 (HTML, Deutsch).",
"text": "„There are infinitely many primes, as demonstrated by Euclid around 300 BC.“",
"translation": "Es gibt unendlich viele Primzahlen, wie von Euklid um 300 v. Chr. bewiesen."
},
{
"ref": "Otto Ribbeck (Herausgeber): Scaenicae Romanorum poesis fragmenta. 3. Auflage. Band 2: Comicorum Fragmenta, B. G. Teubner, Leipzig 1898 (Internet Archive) , Seite 6.",
"text": "„Acontizomenos fabula est prime proba.“ (Naev. com. 1)"
}
],
"glosses": [
"eine Primzahl"
],
"raw_tags": [
"Zahlentheorie"
],
"sense_index": "1",
"topics": [
"mathematics"
]
}
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"word": "prime number"
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],
"translations": [
{
"lang": "Deutsch",
"lang_code": "de",
"sense": "Mathematik, Zahlentheorie: eine Primzahl",
"sense_index": "1",
"tags": [
"feminine"
],
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}
],
"word": "prime"
}
Download raw JSONL data for prime meaning in Englisch (7.0kB)
This page is a part of the kaikki.org machine-readable Englisch dictionary. This dictionary is based on structured data extracted on 2024-12-21 from the dewiktionary dump dated 2024-12-20 using wiktextract (d8cb2f3 and 4e554ae). The data shown on this site has been post-processed and various details (e.g., extra categories) removed, some information disambiguated, and additional data merged from other sources. See the raw data download page for the unprocessed wiktextract data.
If you use this data in academic research, please cite Tatu Ylonen: Wiktextract: Wiktionary as Machine-Readable Structured Data, Proceedings of the 13th Conference on Language Resources and Evaluation (LREC), pp. 1317-1325, Marseille, 20-25 June 2022. Linking to the relevant page(s) under https://kaikki.org would also be greatly appreciated.