See deriviert in All languages combined, or Wiktionary
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"text": "„Da der Differentialquotient im allgemeinen an jeder Stelle des Bereichs einen andern Wert hat, so stellt er eine Veränderliche oder eine neue Funktion der Variablen x in demselben Bereich vor; man nennt sie die abgeleitete oder derivierte Funktion oder kurz die Ableitung von f(x), aber auch – im übertragenen Sinne – den Differentialquotienten von f(x) […]“",
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"weak",
"plural"
]
},
{
"form": "den derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"accusative",
"weak",
"singular",
"masculine"
]
},
{
"form": "die derivierte",
"source": "Flexion:deriviert",
"tags": [
"positive",
"accusative",
"weak",
"singular",
"feminine"
]
},
{
"form": "das derivierte",
"source": "Flexion:deriviert",
"tags": [
"positive",
"accusative",
"weak",
"singular",
"neuter"
]
},
{
"form": "die derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"accusative",
"weak",
"plural"
]
},
{
"form": "ein derivierter",
"source": "Flexion:deriviert",
"tags": [
"positive",
"nominative",
"mixed",
"singular",
"masculine"
]
},
{
"form": "eine derivierte",
"source": "Flexion:deriviert",
"tags": [
"positive",
"nominative",
"mixed",
"singular",
"feminine"
]
},
{
"form": "ein deriviertes",
"source": "Flexion:deriviert",
"tags": [
"positive",
"nominative",
"mixed",
"singular",
"neuter"
]
},
{
"form": "(keine) derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"nominative",
"mixed",
"plural"
]
},
{
"form": "eines derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"genitive",
"mixed",
"singular",
"masculine"
]
},
{
"form": "einer derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"genitive",
"mixed",
"singular",
"feminine"
]
},
{
"form": "eines derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"genitive",
"mixed",
"singular",
"neuter"
]
},
{
"form": "(keiner) derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"genitive",
"mixed",
"plural"
]
},
{
"form": "einem derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"dative",
"mixed",
"singular",
"masculine"
]
},
{
"form": "einer derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"dative",
"mixed",
"singular",
"feminine"
]
},
{
"form": "einem derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"dative",
"mixed",
"singular",
"neuter"
]
},
{
"form": "(keinen) derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"dative",
"mixed",
"plural"
]
},
{
"form": "einen derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"accusative",
"mixed",
"singular",
"masculine"
]
},
{
"form": "eine derivierte",
"source": "Flexion:deriviert",
"tags": [
"positive",
"accusative",
"mixed",
"singular",
"feminine"
]
},
{
"form": "ein deriviertes",
"source": "Flexion:deriviert",
"tags": [
"positive",
"accusative",
"mixed",
"singular",
"neuter"
]
},
{
"form": "(keine) derivierten",
"source": "Flexion:deriviert",
"tags": [
"positive",
"accusative",
"mixed",
"plural"
]
},
{
"form": "er ist deriviert",
"source": "Flexion:deriviert",
"tags": [
"positive",
"predicative",
"singular",
"masculine"
]
},
{
"form": "sie ist deriviert",
"source": "Flexion:deriviert",
"tags": [
"positive",
"predicative",
"singular",
"feminine"
]
},
{
"form": "es ist deriviert",
"source": "Flexion:deriviert",
"tags": [
"positive",
"predicative",
"singular",
"neuter"
]
},
{
"form": "sie sind deriviert",
"source": "Flexion:deriviert",
"tags": [
"positive",
"predicative",
"plural"
]
}
],
"hyphenation": "de·ri·viert",
"lang": "Deutsch",
"lang_code": "de",
"pos": "adj",
"senses": [
{
"examples": [
{
"author": "Emanuel Czuber",
"pages": "40",
"place": "Wiesbaden",
"publisher": "Springer",
"ref": "Emanuel Czuber: Vorlesungen über Differential- und Integralrechnung. Springer, Wiesbaden 1918, Seite 40 (Zitiert nach Google Books) .",
"text": "„Da der Differentialquotient im allgemeinen an jeder Stelle des Bereichs einen andern Wert hat, so stellt er eine Veränderliche oder eine neue Funktion der Variablen x in demselben Bereich vor; man nennt sie die abgeleitete oder derivierte Funktion oder kurz die Ableitung von f(x), aber auch – im übertragenen Sinne – den Differentialquotienten von f(x) […]“",
"title": "Vorlesungen über Differential- und Integralrechnung",
"url": "Zitiert nachGoogle Books",
"year": "1918"
},
{
"ref": "Wikibooks-Buch „Mathematik-Glossar: Topologie“ (Stabilversion)",
"text": "„Eine perfekte Menge ist eine Menge, die mit ihrer derivierten Menge übereinstimmt.“"
},
{
"ref": "Deutscher Wikipedia-Artikel „Michel André (Mathematiker)“ (Stabilversion)",
"text": "„1967 gehörte [Michel André] zu den Begründern der Theorie nichtabelscher derivierter Funktoren (gleichzeitig mit Daniel Quillen, Jonathan Beck).“"
},
{
"author": "Tammo Tom Dieck",
"pages": "153",
"publisher": "Walter de Gruyter",
"ref": "Tammo Tom Dieck: Topologie. Walter de Gruyter, 2000, Seite 153 (Zitiert nach Google Books) .",
"text": "„Dieser Funktor ist übrigens ein derivierter Funktor des Funktor lim im Sinne der homologischen Algebra; das benutzen wir aber nicht explizit.“",
"title": "Topologie",
"url": "Zitiert nachGoogle Books",
"year": "2000"
}
],
"glosses": [
"abgeleitet, aus einer Ableitung entstanden"
],
"raw_tags": [
"unter anderem in der"
],
"sense_index": "1",
"topics": [
"mathematics"
]
}
],
"sounds": [
{
"ipa": "deʁiˈviːɐ̯t"
},
{
"audio": "De-deriviert.ogg",
"mp3_url": "https://upload.wikimedia.org/wikipedia/commons/transcoded/a/a1/De-deriviert.ogg/De-deriviert.ogg.mp3",
"ogg_url": "https://commons.wikimedia.org/wiki/Special:FilePath/De-deriviert.ogg"
},
{
"rhymes": "-iːɐ̯t"
}
],
"synonyms": [
{
"sense_index": "1",
"word": "abgeleitet"
},
{
"sense_index": "1",
"word": "differenziert"
}
],
"word": "deriviert"
}
{
"categories": [
"Anagramm sortiert (Deutsch)",
"Deutsch",
"Einträge mit Endreim (Deutsch)",
"Partizip II (Deutsch)",
"Rückläufige Wörterliste (Deutsch)",
"siehe auch"
],
"hyphenation": "de·ri·viert",
"lang": "Deutsch",
"lang_code": "de",
"pos": "verb",
"senses": [
{
"form_of": [
{
"word": "derivieren"
}
],
"glosses": [
"Partizip Perfekt des Verbs derivieren"
],
"tags": [
"perfect"
]
}
],
"sounds": [
{
"ipa": "deʁiˈviːɐ̯t"
},
{
"audio": "De-deriviert.ogg",
"mp3_url": "https://upload.wikimedia.org/wikipedia/commons/transcoded/a/a1/De-deriviert.ogg/De-deriviert.ogg.mp3",
"ogg_url": "https://commons.wikimedia.org/wiki/Special:FilePath/De-deriviert.ogg"
},
{
"rhymes": "-iːɐ̯t"
}
],
"tags": [
"form-of"
],
"word": "deriviert"
}
{
"categories": [
"Anagramm sortiert (Deutsch)",
"Deutsch",
"Einträge mit Endreim (Deutsch)",
"Konjugierte Form (Deutsch)",
"Rückläufige Wörterliste (Deutsch)",
"siehe auch"
],
"hyphenation": "de·ri·viert",
"lang": "Deutsch",
"lang_code": "de",
"pos": "verb",
"senses": [
{
"form_of": [
{
"word": "derivieren"
}
],
"glosses": [
"2. Person Plural Imperativ Präsens Aktiv des Verbs derivieren"
],
"tags": [
"active",
"imperative",
"plural",
"present"
]
},
{
"form_of": [
{
"word": "derivieren"
}
],
"glosses": [
"3. Person Singular Indikativ Präsens Aktiv des Verbs derivieren"
],
"tags": [
"active",
"indicative",
"present",
"singular"
]
},
{
"form_of": [
{
"word": "derivieren"
}
],
"glosses": [
"2. Person Plural Indikativ Präsens Aktiv des Verbs derivieren"
],
"tags": [
"active",
"indicative",
"plural",
"present"
]
}
],
"sounds": [
{
"ipa": "deʁiˈviːɐ̯t"
},
{
"audio": "De-deriviert.ogg",
"mp3_url": "https://upload.wikimedia.org/wikipedia/commons/transcoded/a/a1/De-deriviert.ogg/De-deriviert.ogg.mp3",
"ogg_url": "https://commons.wikimedia.org/wiki/Special:FilePath/De-deriviert.ogg"
},
{
"rhymes": "-iːɐ̯t"
}
],
"tags": [
"form-of"
],
"word": "deriviert"
}
Download raw JSONL data for deriviert meaning in Deutsch (10.6kB)
This page is a part of the kaikki.org machine-readable Deutsch dictionary. This dictionary is based on structured data extracted on 2024-11-27 from the dewiktionary dump dated 2024-11-21 using wiktextract (65a6e81 and 0dbea76). 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.