Perhitungan Jumlah Eksponen Relasi Picture Pada Barisan Generator Modul Homotopi Pada Presentasi Grup 〈x,y |xyx=yxy〉 KE 〈a,b |a^2,b^3 〉

  • Dedi Mardianto Mardianto Universitas Sumatera Barat
DOI: https://doi.org/10.47233/jppie.v1i2.502
Keywords: presentasi grup, jumlah eksponen, relasi

Abstract

This paper discuss about the number of exponents relation for generator  of second homotopy module for two group presentation  to . From group presentation we get picture can be operation picture so that  we get picture for    From  sequence generators we can  get number of exponents relation is 0,1,2,3.

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References

Baik, Y. G. Harlander. 1998. “The Geometry of Group Extension J Group Theory.” In The Geometry of Group Extension J Group Theory, 395–416.

Dedi Mardianto(Andalas, Universitas). 2016. “GENERATOR MODUL HOMOTOPI KEDUA UNTUK” 2 (April).

Yanita, and Dedi Mardianto. 2016. “The Generator of Second Homotopy Module of 〈x,y;Xyx=yxy〉 and 〈a,b;A^2,B^3〉.” International Mathematical Forum 11 (12): 583–90. https://doi.org/10.12988/imf.2016.6233.

Published
2022-07-10
How to Cite
Mardianto, D. (2022). Perhitungan Jumlah Eksponen Relasi Picture Pada Barisan Generator Modul Homotopi Pada Presentasi Grup 〈x,y |xyx=yxy〉 KE 〈a,b |a^2,b^3 〉. Jurnal Penelitian Dan Pengkajian Ilmiah Eksakta, 1(2), 77-79. https://doi.org/10.47233/jppie.v1i2.502
Issue
Vol 1 No 2 (2022): Jurnal Hasi Penelitian Dan Pengkajian Ilmiah Eksakta - JPPIE
Section
Articles

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