References: The groups G 3 and G 4 of a class of certain cyclically presented groups are 2-generated

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D. L. Johnson A. C. Kim E. A. O’Brien Certain cyclically presented groups are isomorphic Communications in Algebra 1999 27 7 3531 3536
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G. Kim Y. Kim A. Vesnin The knot 52 and cyclically presented groups Journal of the Korean Mathematical Society 1998 35 4 961 980
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D. Rolfsen Knots Mid Links, Mathematics Lecture Series 1976 7 Publish or Perish Inc Berkeley , California
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I. Solan D. Stoddart A note on the derived quotients of certain cyclically presented groups Journal of interdisciplinary Mathematics 2008 11 4 521 524
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The groups G₃ and G₄ of a class of certain cyclically presented groups are 2-generated

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The groups G3 and G4 of a class of certain cyclically presented groups are 2-generated

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The groups G₃ and G₄ of a class of certain cyclically presented groups are 2-generated