41 citations · 100 across the 10 of their papers we have counts for
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hep-th1994★ 12 cited
Finite W_3 Transformations in a Multi-time Approach
J. Gomis, J. Herrero, K. Kamimura +1
Classical {\W} transformations are discussed as restricted diffeomorphism transformations (\W-Diff) in two-dimensional space. We formulate them by using Riemannian geometry as…
hep-th1994★ 41 cited
W-symmetry and the rigid particle
E. Ramos, J. Roca
We prove that $\W_3$ is the gauge symmetry of the scale-invariant rigid particle, whose action is given by the integrated extrinsic curvature of its world line. This is achieved by…
hep-th1994
The W_3 particle
E. Ramos, J. Roca
We show that W_3 is the algebra of symmetries of the ``rigid-particle'', whose action is given by the integrated extrinsic curvature of its world line. This is easily achived by sh…