Further remarks on a previous paper entitled ``Determination of \(\int\limits_0^ \vartheta \cos ^{n+1} \, \vartheta d\vartheta\) for large values of \(n\)''. (Q1453904)
From MaRDI portal
| This is the item page for this Wikibase entity, intended for internal use and editing purposes. Please use this page instead for the normal view: Further remarks on a previous paper entitled ``Determination of \(\int\limits_0^ \vartheta \cos ^{n+1} \, \vartheta d\vartheta\) for large values of \(n\). |
scientific article; zbMATH DE number 2592287
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Further remarks on a previous paper entitled ``Determination of \(\int\limits_0^ \vartheta \cos ^{n+1} \, \vartheta d\vartheta\) for large values of \(n\)''. |
scientific article; zbMATH DE number 2592287 |
Statements
Further remarks on a previous paper entitled ``Determination of \(\int\limits_0^ \vartheta \cos ^{n+1} \, \vartheta d\vartheta\) for large values of \(n\)''. (English)
0 references
1925
0 references
Zur Ergänzung der in der vorstehend referierten Arbeit enthaltenen Tafel auf \(n < 100\) stellt Verf. eine neue Tafel auf unter Benutzung der Transformation \(t = \operatorname{tg} \dfrac{\vartheta}{2}\). Die Tafel liefert das im Titel genannte Integral für \(x\) von 0,0 bis 5,5; \(x = 2\sqrt{N} \operatorname{tg} \dfrac{\vartheta}{2}\).
0 references