Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Carlson_symmetric_form> ?p ?o. }
Showing items 1 to 27 of
27
with 100 items per page.
- Carlson_symmetric_form abstract "In mathematics, the Carlson symmetric forms of elliptic integrals are a small canonical set of elliptic integrals to which all others may be reduced. They are a modern alternative to the Legendre forms. The Legendre forms may be expressed in terms of the Carlson forms and vice versa.The Carlson elliptic integrals are:Since and are special cases of and , all elliptic integrals can ultimately be evaluated in terms of just and .The term symmetric refers to the fact that in contrast to the Legendre forms, these functions are unchanged by the exchange of certain of their arguments. The value of is the same for any permutation of its arguments, and the value of is the same for any permutation of its first three arguments.The Carlson elliptic integrals are named after Bille C. Carlson.".
- Carlson_symmetric_form wikiPageExternalLink pg=309.
- Carlson_symmetric_form wikiPageExternalLink 9310223v1.
- Carlson_symmetric_form wikiPageExternalLink 9409227v1.
- Carlson_symmetric_form wikiPageExternalLink PT3.
- Carlson_symmetric_form wikiPageExternalLink BCCarlson.
- Carlson_symmetric_form wikiPageExternalLink drc.f.
- Carlson_symmetric_form wikiPageExternalLink drd.f.
- Carlson_symmetric_form wikiPageExternalLink drf.f.
- Carlson_symmetric_form wikiPageExternalLink drj.f.
- Carlson_symmetric_form wikiPageID "406919".
- Carlson_symmetric_form wikiPageRevisionID "564596371".
- Carlson_symmetric_form hasPhotoCollection Carlson_symmetric_form.
- Carlson_symmetric_form subject Category:Elliptic_functions.
- Carlson_symmetric_form type Abstraction100002137.
- Carlson_symmetric_form type EllipticFunctions.
- Carlson_symmetric_form type Function113783816.
- Carlson_symmetric_form type MathematicalRelation113783581.
- Carlson_symmetric_form type Relation100031921.
- Carlson_symmetric_form comment "In mathematics, the Carlson symmetric forms of elliptic integrals are a small canonical set of elliptic integrals to which all others may be reduced. They are a modern alternative to the Legendre forms.".
- Carlson_symmetric_form label "Carlson symmetric form".
- Carlson_symmetric_form sameAs m.024k2m.
- Carlson_symmetric_form sameAs Q5042922.
- Carlson_symmetric_form sameAs Q5042922.
- Carlson_symmetric_form sameAs Carlson_symmetric_form.
- Carlson_symmetric_form wasDerivedFrom Carlson_symmetric_form?oldid=564596371.
- Carlson_symmetric_form isPrimaryTopicOf Carlson_symmetric_form.