Manuscript Oai282-B@1 · Oai282-B.tex · section · f2956de5

The admissible stress-tensor class

Coverage: classification before finite fitting › The admissible stress-tensor class · lines 1465–1475

This is a specified physical polynomial class. It does not contain every local distributional defect compatible with an unspecified renormalization problem.

Put

I_{μν} = (η_{μν} □ - \partial_{μ} \partial_{ν}) Q .

Displayed formulas in this passage

unlabeled · line 1472
$I_{μν} = (η_{μν} □ - \partial_{μ} \partial_{ν}) Q .$

Nearby in this section

definition: Definition: The homogeneous polynomial class
theorem: Theorem: Complete classification in the declared class