Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Friedrichs_extension> ?p ?o. }
Showing items 1 to 14 of
14
with 100 items per page.
- Friedrichs_extension abstract "In functional analysis, the Friedrichs extension is a canonical self-adjoint extension of a non-negative densely defined symmetric operator. It is named after the mathematician Kurt Friedrichs. This extension is particularly useful in situations where an operator may fail to be essentially self-adjoint or whose essential self-adjointness is difficult to show. An operator T is non-negative if".
- Friedrichs_extension wikiPageID "884352".
- Friedrichs_extension wikiPageRevisionID "594388721".
- Friedrichs_extension hasPhotoCollection Friedrichs_extension.
- Friedrichs_extension subject Category:Operator_theory.
- Friedrichs_extension comment "In functional analysis, the Friedrichs extension is a canonical self-adjoint extension of a non-negative densely defined symmetric operator. It is named after the mathematician Kurt Friedrichs. This extension is particularly useful in situations where an operator may fail to be essentially self-adjoint or whose essential self-adjointness is difficult to show. An operator T is non-negative if".
- Friedrichs_extension label "Friedrichs extension".
- Friedrichs_extension label "Friedrichssche Erweiterung".
- Friedrichs_extension sameAs Friedrichssche_Erweiterung.
- Friedrichs_extension sameAs m.03lmg2.
- Friedrichs_extension sameAs Q1464339.
- Friedrichs_extension sameAs Q1464339.
- Friedrichs_extension wasDerivedFrom Friedrichs_extension?oldid=594388721.
- Friedrichs_extension isPrimaryTopicOf Friedrichs_extension.