Jump to content

Figure gallery

From The Invariance Itself
Revision as of 13:29, 10 September 2026 by BFP Rauch (talk | contribs) (1 revision imported)


Twenty-four figures. Each is listed with the pages that place it.

  • A symmetry orbit through the space of configurations
    A symmetry orbit through the space of configurations
  • A varied path against a symmetry-transformed path
    A varied path against a symmetry-transformed path
  • Prolongation: a curve and its lifted derivative data
    Prolongation: a curve and its lifted derivative data
  • The Noether current as a flux through a tube
    The Noether current as a flux through a tube
  • On-shell and off-shell as nested regions
    On-shell and off-shell as nested regions
  • The first and second theorems side by side
    The first and second theorems side by side
  • The symmetry-to-conservation map
    The symmetry-to-conservation map
  • A gauge orbit and the constraint surface
    A gauge orbit and the constraint surface
  • Killing vectors on a sphere with a geodesic
    Killing vectors on a sphere with a geodesic
  • The closed Kepler orbit and the Runge-Lenz vector
    The closed Kepler orbit and the Runge-Lenz vector
  • The Belinfante improvement as a redistribution
    The Belinfante improvement as a redistribution
  • A chronology from Lie to the anomaly
    A chronology from Lie to the anomaly
  • Identities among the field equations from a local symmetry
    Identities among the field equations from a local symmetry
  • The origin of the boundary term
    The origin of the boundary term
  • A one-parameter group: flow lines and the generator
    A one-parameter group: flow lines and the generator
  • Strict invariance against invariance up to a divergence
    Strict invariance against invariance up to a divergence
  • Gottingen 1915 to 1918: who wrote what, and when
    Gottingen 1915 to 1918: who wrote what, and when
  • The three levels of generality
    The three levels of generality
  • A Lie group and its algebra as the tangent at the identity
    A Lie group and its algebra as the tangent at the identity
  • Jet space: a function and its first jet
    Jet space: a function and its first jet
  • The moment map
    The moment map
  • Fields against independent field equations
    Fields against independent field equations
  • Charge conservation as a continuity equation on a spacetime slab
    Charge conservation as a continuity equation on a spacetime slab
  • Topological charge: winding, not Noether
    Topological charge: winding, not Noether

Where each figure appears

figure subject placed on
NT-F-01 A symmetry orbit through the space of configurations B-07, F-07
NT-F-02 A varied path against a symmetry-transformed path B-01, F-01
NT-F-03 Prolongation: a curve and its lifted derivative data B-04, F-04
NT-F-04 The Noether current as a flux through a tube B-08, F-08
NT-F-05 On-shell and off-shell as nested regions B-09, F-09
NT-F-06 The first and second theorems side by side B-19, S-07
NT-F-07 The symmetry-to-conservation map R-02
NT-F-08 A gauge orbit and the constraint surface A-05, B-28
NT-F-09 Killing vectors on a sphere with a geodesic B-24, M-05
NT-F-10 The closed Kepler orbit and the Runge-Lenz vector A-02
NT-F-11 The Belinfante improvement as a redistribution B-25, M-06
NT-F-12 A chronology from Lie to the anomaly R-04, H-09
NT-F-13 Identities among the field equations from a local symmetry A-06, B-14, S-02, S-03
NT-F-14 The origin of the boundary term B-06, F-06
NT-F-15 A one-parameter group: flow lines and the generator B-03, F-03
NT-F-16 Strict invariance against invariance up to a divergence B-05, F-05
NT-F-17 Gottingen 1915 to 1918: who wrote what, and when H-01
NT-F-18 The three levels of generality F-07
NT-F-19 A Lie group and its algebra as the tangent at the identity B-20, M-01
NT-F-20 Jet space: a function and its first jet M-02
NT-F-21 The moment map M-04
NT-F-22 Fields against independent field equations A-07, B-17, S-05
NT-F-23 Charge conservation as a continuity equation on a spacetime slab A-04
NT-F-24 Topological charge: winding, not Noether A-11, B-33

The figures are shipped as PNG, rendered at twice display size from vector masters. Images are not carried by a page import and upload separately.

This page uses the gallery tag, which needs no extension, and is the only page in the volume that does.

Retrieved from "https://invarians.org/index.php?title=Noether%27s_theorems/Figure_gallery&oldid=505"