Noether's theorem

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Related to Noether's theorem: Emmy Noether

Noe·ther's theorem

 (nŭ′tərs, nœ′-)
The theorem stating that any differentiable symmetry is associated with a conservation law. For example, rotational symmetry implies the conservation of angular momentum.

[After Amalie Noether.]
References in periodicals archive ?
To calculate the energy-stress tensor, apply the following relation which can be derived from the Noether's Theorem [13]
According to Noether's theorem, each continuous symmetry of a physical system implies that some physical property of that system is conserved.
The standard method used for constructing such a 4-current relies on Noether's theorem [4, see p.
Invariant quantity is identified in a given dynamic system with the aid of Noether's theorem.
They reappear in analytical mechanics, where they are shown to be related to symmetries of the Lagrangian system, culminating in Noether's theorem.
The remainder of the book examines the meaning and numerous implications of Noether's theorem.
Mathematical Expression Omitted] we have a canonical morphism from the symmetric product [Mathematical Expression Omitted] which is not an isomorphism only on the hyperelliptic locus by Noether's theorem.