The isomorphism problem for two-generator one-relator groups with torsion is solvable

@inproceedings{Pride1977TheIP,
  title={The isomorphism problem for two-generator one-relator groups with torsion is solvable},
  author={Stephen J. Pride},
  year={1977}
}
The theorem stated in the title is obtained by determining (in a sense to be made precise) all the generating pairs of an arbitrary twogenerator one-relator group with torsion. As a consequence of this determination it is also deduced that every two-generator one-relator group G with torsion is Hopfian, and that the automorphism group of G is finitely generated. 

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