Isospectrality and galois projective geometries Academic Article uri icon

abstract

  • We construct a series of pairs of domains in the plane and pairs of surfaces with boundary that are isospectral but not isometric. The construction is based on the existence of finite transformation groups that are spectrally equivalent but not isomorphic. 1998 Plenum Publishing Corporation.

published proceedings

  • Mathematical Notes

author list (cited authors)

  • Vorobets, Y. B., & Stepin, A. M.

citation count

  • 2

complete list of authors

  • Vorobets, Ya B||Stepin, AM

publication date

  • January 1998