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- Homothetic_vector_field abstract "A homothetic vector field (sometimes homothetic collineation or homothety) is a projective vector field which satisfies the condition:where c is a real constant. Homothetic vector fields find application in the study of singularities in general relativity, also it can be used to generate new solutions for Einstein equations by similarity reduction.".
- Homothetic_vector_field wikiPageID "2062754".
- Homothetic_vector_field wikiPageRevisionID "551437602".
- Homothetic_vector_field hasPhotoCollection Homothetic_vector_field.
- Homothetic_vector_field subject Category:Mathematical_methods_in_general_relativity.
- Homothetic_vector_field type Ability105616246.
- Homothetic_vector_field type Abstraction100002137.
- Homothetic_vector_field type Cognition100023271.
- Homothetic_vector_field type Know-how105616786.
- Homothetic_vector_field type MathematicalMethodsInGeneralRelativity.
- Homothetic_vector_field type Method105660268.
- Homothetic_vector_field type PsychologicalFeature100023100.
- Homothetic_vector_field comment "A homothetic vector field (sometimes homothetic collineation or homothety) is a projective vector field which satisfies the condition:where c is a real constant. Homothetic vector fields find application in the study of singularities in general relativity, also it can be used to generate new solutions for Einstein equations by similarity reduction.".
- Homothetic_vector_field label "Homothetic vector field".
- Homothetic_vector_field sameAs m.080l663.
- Homothetic_vector_field sameAs Q16937187.
- Homothetic_vector_field sameAs Q16937187.
- Homothetic_vector_field sameAs Homothetic_vector_field.
- Homothetic_vector_field wasDerivedFrom Homothetic_vector_field?oldid=551437602.
- Homothetic_vector_field isPrimaryTopicOf Homothetic_vector_field.