Matches in DBpedia 2016-04 for { <http://wikidata.dbpedia.org/resource/Q5645295> ?p ?o }
Showing triples 1 to 33 of
33
with 100 triples per page.
- Q5645295 subject Q9178573.
- Q5645295 abstract "Template:ForThe Hamiltonian constraint arises from any theory that admits a Hamiltonian formulation and is reparametrisation-invariant, although the Hamiltonian constraint of classical general relativity is included as an important non-trivial example.Something of note in the context of general relativity is that the Hamiltonian constraint technically refers to a linear combination spatial and time diffeomorphism constraints reflecting the reparametrizability of the theory under both spatial as well as time coordinates. However, most of the time the term Hamiltonian constraint is reserved for the constraint that generates time diffeomorphisms.".
- Q5645295 thumbnail Parametrized_Harmonic_Oscillator.jpg?width=300.
- Q5645295 wikiPageExternalLink 9606088.
- Q5645295 wikiPageExternalLink 9710008.
- Q5645295 wikiPageExternalLink open?pubNo=lrr-1998-1&page=node27.html.
- Q5645295 wikiPageWikiLink Q1058314.
- Q5645295 wikiPageWikiLink Q107617.
- Q5645295 wikiPageWikiLink Q11397.
- Q5645295 wikiPageWikiLink Q11452.
- Q5645295 wikiPageWikiLink Q1294713.
- Q5645295 wikiPageWikiLink Q1807879.
- Q5645295 wikiPageWikiLink Q194404.
- Q5645295 wikiPageWikiLink Q20740431.
- Q5645295 wikiPageWikiLink Q214850.
- Q5645295 wikiPageWikiLink Q234181.
- Q5645295 wikiPageWikiLink Q245956.
- Q5645295 wikiPageWikiLink Q2597952.
- Q5645295 wikiPageWikiLink Q290420.
- Q5645295 wikiPageWikiLink Q353438.
- Q5645295 wikiPageWikiLink Q3687052.
- Q5645295 wikiPageWikiLink Q3855711.
- Q5645295 wikiPageWikiLink Q477921.
- Q5645295 wikiPageWikiLink Q684363.
- Q5645295 wikiPageWikiLink Q706376.
- Q5645295 wikiPageWikiLink Q739962.
- Q5645295 wikiPageWikiLink Q845789.
- Q5645295 wikiPageWikiLink Q846785.
- Q5645295 wikiPageWikiLink Q865746.
- Q5645295 wikiPageWikiLink Q9178573.
- Q5645295 comment "Template:ForThe Hamiltonian constraint arises from any theory that admits a Hamiltonian formulation and is reparametrisation-invariant, although the Hamiltonian constraint of classical general relativity is included as an important non-trivial example.Something of note in the context of general relativity is that the Hamiltonian constraint technically refers to a linear combination spatial and time diffeomorphism constraints reflecting the reparametrizability of the theory under both spatial as well as time coordinates. ".
- Q5645295 label "Hamiltonian constraint".
- Q5645295 depiction Parametrized_Harmonic_Oscillator.jpg.
