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- Plebanski_tensor abstract "The Plebanski tensor is a rank 4 tensor in general relativity constructed from the trace-free Ricci tensor. It was first defined by Jerzy Plebański in 1964.Let be the trace-free Ricci tensor:Then the Plebanski tensor is defined asThe advantage of the Plebanski tensor is that it shares the same symmetries as the Weyl tensor. It therefore becomes possible to classify different spacetimes based on additional algebraic symmetries of the Plebanski tensor in a manner analogous to the Petrov classification.".
- Plebanski_tensor wikiPageID "37528165".
- Plebanski_tensor wikiPageRevisionID "566038456".
- Plebanski_tensor hasPhotoCollection Plebanski_tensor.
- Plebanski_tensor subject Category:Tensors.
- Plebanski_tensor comment "The Plebanski tensor is a rank 4 tensor in general relativity constructed from the trace-free Ricci tensor. It was first defined by Jerzy Plebański in 1964.Let be the trace-free Ricci tensor:Then the Plebanski tensor is defined asThe advantage of the Plebanski tensor is that it shares the same symmetries as the Weyl tensor.".
- Plebanski_tensor label "Plebanski tensor".
- Plebanski_tensor sameAs m.0nbtxt8.
- Plebanski_tensor sameAs Q7204333.
- Plebanski_tensor sameAs Q7204333.
- Plebanski_tensor wasDerivedFrom Plebanski_tensor?oldid=566038456.
- Plebanski_tensor isPrimaryTopicOf Plebanski_tensor.