참고문헌
- J. Algebra v.143 no.2 Finite groups whose element order are consecutive integers R. Brandl;W. J. Shi
- Northeast Math. J. v.12 no.3 More on the set of element orders in finite groups N. Chigira;W. J. Shi
- Atlas of Finite Groups J. H. Conway;R. T. Curtis;S. P. Norton;R. A. Parker;R. A. Wilson
- Groups and geometries v.18 no.4 On the set of order elements of G=PSL(3,q) when extended by a subgroup of Out(G), Algebras M. R. Darafsheh;N. S. Karamzadeh
- A characteriaction of the groups PSL(n,2), n=5,6,7, to appear in comm. Alg. M. R. Darafsheh;A. R. Moghaddamfar
- Unpublished manuscript K. W. Gruenberg;O. Kegel
- Algebra and Logic v.36 no.1 Characterization of finite groups by the sets of orders of their elements V. D. Mazurov
- On finite simple group which have no elemetns of order 4t for t > 1, to appear in Algebra and Logic V. D. Mazurov;M. C. Xu;H. P. Cao
- Algebra and Logic v.33 no.1 The set of orders of elements in finite group V. D. Mazurov
-
Canad. J. Math.
v.XXV
no.3
The character table for SL(3,q),
$SU(3,q^2)$ , PSL(s,q),$PSU(3,q^2)$ W. A. Simpson;S. Frame - Canad. J. Math. v.12 Automorphisms of finite linear groups R. Steinberg
- J. Algebra v.69 prime graph components of finite group J. S. Williams