BibTex RIS Kaynak Göster

LAWS OF METABELIAN PRODUCTS OF ABELIAN GROUPS

Yıl 2009, Cilt: 5 Sayı: 5, 7 - 16, 01.06.2009

Öz

In this paper, it is proved that all nontrivial laws in form Qi

Kaynakça

  • S. Bachmuth, Automorphisms of free metabelian groups, Trans. Amer. Math. Soc.,118 (1965), 93-104.
  • R. H. Fox, Free differential calculus I-Derivation in the free group ring, Ann. Math., 57 (1953), 547-560.
  • C. K. Gupta and E. I. Timoshenko, Generation elements for groups of the form F/R0, Algebra Logika, 40(3) (2001), 251-261.
  • C. K. Gupta and W. Holubowski, On 2-symmetry words in nilpotent groups, Ukrainian Math. J., 54(7) (2002), 1227-1233.
  • W. Holubowski, Symmetric words in metabelian groups, Comm. Algebra, 23 (1995), 5161-5167.
  • W. Holubowski, Note on symmetric words in metabelian groups, Ukrainian Math. J., 54 (2002), 1218-1220.
  • O. Macedo´nska and D. Solitar, On binary σ-invariant words in a group, Con- temp. Math., 97 (1994), 431-449.
  • W. Magnus, On a theorem of Marshall Hall, Ann. Math., 40 (1939), 764-768.
  • J. M. Pan, On 2-symmetric words and verbal subgroup of metabelian product of abelian groups, Algebra Colloq., 13(3) (2006), 535-540.
  • E. Plonka, Symmetric words in nilpotent groups of class ≤ 3, Fund. Math., 97 (1977), 95-103.
  • N. S. Romanovskii, Shmel’kin embedding for abstract and profinite groups, Algebra Logika, 38(5) (1999), 598-612.
  • A. L. Shmel’kin, Some factor groups in free products. Proc. I. G. Petroskiis Seminar, 5 (1979), 209-216.
  • W. Tomaszewski, Automorphisms permuting generators in groups and their fixed points, Ph. D. Thesis, Silesian University, Katowice 1999. Jiangmin Pan
  • Department of Mathematics School of Mathematics and Statistics Yunnan University Kunming 650031 P. R. China e-mail: jmpan@ynu.edu.cn
Yıl 2009, Cilt: 5 Sayı: 5, 7 - 16, 01.06.2009

Öz

Kaynakça

  • S. Bachmuth, Automorphisms of free metabelian groups, Trans. Amer. Math. Soc.,118 (1965), 93-104.
  • R. H. Fox, Free differential calculus I-Derivation in the free group ring, Ann. Math., 57 (1953), 547-560.
  • C. K. Gupta and E. I. Timoshenko, Generation elements for groups of the form F/R0, Algebra Logika, 40(3) (2001), 251-261.
  • C. K. Gupta and W. Holubowski, On 2-symmetry words in nilpotent groups, Ukrainian Math. J., 54(7) (2002), 1227-1233.
  • W. Holubowski, Symmetric words in metabelian groups, Comm. Algebra, 23 (1995), 5161-5167.
  • W. Holubowski, Note on symmetric words in metabelian groups, Ukrainian Math. J., 54 (2002), 1218-1220.
  • O. Macedo´nska and D. Solitar, On binary σ-invariant words in a group, Con- temp. Math., 97 (1994), 431-449.
  • W. Magnus, On a theorem of Marshall Hall, Ann. Math., 40 (1939), 764-768.
  • J. M. Pan, On 2-symmetric words and verbal subgroup of metabelian product of abelian groups, Algebra Colloq., 13(3) (2006), 535-540.
  • E. Plonka, Symmetric words in nilpotent groups of class ≤ 3, Fund. Math., 97 (1977), 95-103.
  • N. S. Romanovskii, Shmel’kin embedding for abstract and profinite groups, Algebra Logika, 38(5) (1999), 598-612.
  • A. L. Shmel’kin, Some factor groups in free products. Proc. I. G. Petroskiis Seminar, 5 (1979), 209-216.
  • W. Tomaszewski, Automorphisms permuting generators in groups and their fixed points, Ph. D. Thesis, Silesian University, Katowice 1999. Jiangmin Pan
  • Department of Mathematics School of Mathematics and Statistics Yunnan University Kunming 650031 P. R. China e-mail: jmpan@ynu.edu.cn
Toplam 14 adet kaynakça vardır.

Ayrıntılar

Diğer ID JA76ZH27PB
Bölüm Makaleler
Yazarlar

Jiangmin Pan Bu kişi benim

Yayımlanma Tarihi 1 Haziran 2009
Yayımlandığı Sayı Yıl 2009 Cilt: 5 Sayı: 5

Kaynak Göster

APA Pan, J. (2009). LAWS OF METABELIAN PRODUCTS OF ABELIAN GROUPS. International Electronic Journal of Algebra, 5(5), 7-16.
AMA Pan J. LAWS OF METABELIAN PRODUCTS OF ABELIAN GROUPS. IEJA. Haziran 2009;5(5):7-16.
Chicago Pan, Jiangmin. “LAWS OF METABELIAN PRODUCTS OF ABELIAN GROUPS”. International Electronic Journal of Algebra 5, sy. 5 (Haziran 2009): 7-16.
EndNote Pan J (01 Haziran 2009) LAWS OF METABELIAN PRODUCTS OF ABELIAN GROUPS. International Electronic Journal of Algebra 5 5 7–16.
IEEE J. Pan, “LAWS OF METABELIAN PRODUCTS OF ABELIAN GROUPS”, IEJA, c. 5, sy. 5, ss. 7–16, 2009.
ISNAD Pan, Jiangmin. “LAWS OF METABELIAN PRODUCTS OF ABELIAN GROUPS”. International Electronic Journal of Algebra 5/5 (Haziran 2009), 7-16.
JAMA Pan J. LAWS OF METABELIAN PRODUCTS OF ABELIAN GROUPS. IEJA. 2009;5:7–16.
MLA Pan, Jiangmin. “LAWS OF METABELIAN PRODUCTS OF ABELIAN GROUPS”. International Electronic Journal of Algebra, c. 5, sy. 5, 2009, ss. 7-16.
Vancouver Pan J. LAWS OF METABELIAN PRODUCTS OF ABELIAN GROUPS. IEJA. 2009;5(5):7-16.