An edition of Réduction des intégrales définies générales (1857)

Réduction des intégrales définies générales

[Integral sign][̳infinity symbol] F(x)cos. pxdx/q+̐x,̐ [integral sign][̳infinity symbol] F(x)sin. pxdx/q+̐x,̐ et application de ces formules au cas, que F(x) a un facteur de la fornie sin. a̳x ou cos. a̳x.

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Réduction des intégrales définies généra ...
D. Bierens de Haan
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Last edited by Open Library Bot
December 3, 2010 | History
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An edition of Réduction des intégrales définies générales (1857)

Réduction des intégrales définies générales

[Integral sign][̳infinity symbol] F(x)cos. pxdx/q+̐x,̐ [integral sign][̳infinity symbol] F(x)sin. pxdx/q+̐x,̐ et application de ces formules au cas, que F(x) a un facteur de la fornie sin. a̳x ou cos. a̳x.

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Publish Date
Publisher
C. G. Van der Post
Language
French
Pages
115

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Subjects

Definite integrals
Edition Availability
Cover of: Réduction des intégrales définies générales
Réduction des intégrales définies générales: [Integral sign][̳infinity symbol] F(x)cos. pxdx/q+̐x,̐ [integral sign][̳infinity symbol] F(x)sin. pxdx/q+̐x,̐ et application de ces formules au cas, que F(x) a un facteur de la fornie sin. a̳x ou cos. a̳x.
1991, C. G. Van der Post
Computer file in French
Cover of: Réduction des intégrales définies générales
Réduction des intégrales définies générales: [Integral sign]_[infinity symbol] F(x)cos. pxdx/q²+x², [integral sign]_[infinity symbol] F(x)sin. pxdx/q²+x², ... cas, que F(x) a un facteur de la fornie sin
January 1, 1857, Cornell University Library
Paperback in French
Cover of: Réduction des intégrales définies générales
Réduction des intégrales définies générales: The definite integral of F(x) between the limits of zero and infinity, times (the cosine of the partial derivative of x times the differential of x over the second derivative of y plus the second derivative of x) (mathematical equation), the definite integral of F(x) between the limits of zero and infinity, times (the sine of the partial derivative of x times the differential of x over the second derivative of y plus the second derivative of x) (mathematical equation), et application de ces formules au cas,que F(x) a un facteur de la forme sin. ax ou cos. ax
1857, C.G. Van der Post
in Dutch

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Book Details

Edition Notes

Part of the Cornell Digital Library Math Collection.

On t.p., [̳infinity symbol] is superscript; a̳ is superscript.

Computer file. Ithaca, NY : Cornell University Library, 1991. 124 image files.

Published in
Amsterdam
Other Titles
Cornell digital mathematics collection.

The Physical Object

Format
Computer file
Pagination
115 p.
Number of pages
115

ID Numbers

Open Library
OL16096832M

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December 3, 2010 Edited by Open Library Bot Added subjects from MARC records.
April 28, 2010 Edited by Open Library Bot Linked existing covers to the work.
December 10, 2009 Created by WorkBot add works page