A. N. Abyzov, T. C. Quynh and D. D. Tai, Dual automorphism-invariant
modules over perfect rings, Sib. Math. J., 58(5) (2017), 743-751.
A. N. Abyzov and C. Q. Truong, Lifting of automorphisms of factor modules,
Comm. Algebra, 46(11) (2018), 5073-5082.
K. A. Byrd, Some characterizations of uniserial rings, Math. Ann., 186 (1970),
163-170.
L. Fuchs and K. M. Rangaswamy, Quasi-projective abelian groups, Bull. Soc.
Math. France, 98 (1970), 5-8.
J. S. Golan, Characterization of rings using quasiprojective modules, Israel J.
Math., 8 (1970), 34-38.
J. S. Golan, Characterization of rings using quasiprojective modules II, Proc.
Amer. Math. Soc., 28(2) (1971), 337-343.
S. M. Kaye, Ring theoretic properties of matrix rings, Canad. Math. Bull., 10
(1967), 365-374.
M. T. Kosan, N. T. T. Ha and T. C. Quynh, Rings for which every cyclic module is dual automorphism-invariant, J. Algebra Appl., 15(5) (2016), 1650078
(11 pp).
T. K. Lee and Y. Zhou, Modules which are invariant under automorphisms of
their injective hulls, J. Algebra Appl., 12(2) (2013), 1250159 (9 pp).
X. H. Nguyen, M. F. Yousif and Y. Zhou, Rings whose cyclics are D3-modules,
J. Algebra Appl., 16(10) (2017), 1750184 (15 pp).
C. Selvaraj and S. Santhakumar, A note on dual automorphism invariant modules, J. Algebra Appl., 16(2) (2017), 1750024 (11 pp).
C. Selvaraj and S. Santhakumar, Automorphism liftable modules, Comment.
Math. Univ. Carolin., 59(1) (2018), 35-44.
S. Singh and A. K. Srivastava, Dual automorphism-invariant modules, J. Algebra,
371 (2012), 262-275.
A. A. Tuganbaev, Automorphisms of submodules and their extensions, Discrete
Math. Appl., 23(1) (2013), 115-124.
L. E. T. Wu and J. P. Jans, On quasi projectives, Illinois. J. Math., 11 (1967),
439-448.
Yıl 2019,
Cilt: 26 Sayı: 26, 111 - 121, 11.07.2019
A. N. Abyzov, T. C. Quynh and D. D. Tai, Dual automorphism-invariant
modules over perfect rings, Sib. Math. J., 58(5) (2017), 743-751.
A. N. Abyzov and C. Q. Truong, Lifting of automorphisms of factor modules,
Comm. Algebra, 46(11) (2018), 5073-5082.
K. A. Byrd, Some characterizations of uniserial rings, Math. Ann., 186 (1970),
163-170.
L. Fuchs and K. M. Rangaswamy, Quasi-projective abelian groups, Bull. Soc.
Math. France, 98 (1970), 5-8.
J. S. Golan, Characterization of rings using quasiprojective modules, Israel J.
Math., 8 (1970), 34-38.
J. S. Golan, Characterization of rings using quasiprojective modules II, Proc.
Amer. Math. Soc., 28(2) (1971), 337-343.
S. M. Kaye, Ring theoretic properties of matrix rings, Canad. Math. Bull., 10
(1967), 365-374.
M. T. Kosan, N. T. T. Ha and T. C. Quynh, Rings for which every cyclic module is dual automorphism-invariant, J. Algebra Appl., 15(5) (2016), 1650078
(11 pp).
T. K. Lee and Y. Zhou, Modules which are invariant under automorphisms of
their injective hulls, J. Algebra Appl., 12(2) (2013), 1250159 (9 pp).
X. H. Nguyen, M. F. Yousif and Y. Zhou, Rings whose cyclics are D3-modules,
J. Algebra Appl., 16(10) (2017), 1750184 (15 pp).
C. Selvaraj and S. Santhakumar, A note on dual automorphism invariant modules, J. Algebra Appl., 16(2) (2017), 1750024 (11 pp).
C. Selvaraj and S. Santhakumar, Automorphism liftable modules, Comment.
Math. Univ. Carolin., 59(1) (2018), 35-44.
S. Singh and A. K. Srivastava, Dual automorphism-invariant modules, J. Algebra,
371 (2012), 262-275.
A. A. Tuganbaev, Automorphisms of submodules and their extensions, Discrete
Math. Appl., 23(1) (2013), 115-124.
L. E. T. Wu and J. P. Jans, On quasi projectives, Illinois. J. Math., 11 (1967),
439-448.
Santhakumar, S. (2019). A NOTE ON AUTOMORPHISM LIFTABLE MODULES. International Electronic Journal of Algebra, 26(26), 111-121. https://doi.org/10.24330/ieja.587002
AMA
Santhakumar S. A NOTE ON AUTOMORPHISM LIFTABLE MODULES. IEJA. Temmuz 2019;26(26):111-121. doi:10.24330/ieja.587002
Chicago
Santhakumar, S. “A NOTE ON AUTOMORPHISM LIFTABLE MODULES”. International Electronic Journal of Algebra 26, sy. 26 (Temmuz 2019): 111-21. https://doi.org/10.24330/ieja.587002.
EndNote
Santhakumar S (01 Temmuz 2019) A NOTE ON AUTOMORPHISM LIFTABLE MODULES. International Electronic Journal of Algebra 26 26 111–121.
IEEE
S. Santhakumar, “A NOTE ON AUTOMORPHISM LIFTABLE MODULES”, IEJA, c. 26, sy. 26, ss. 111–121, 2019, doi: 10.24330/ieja.587002.
ISNAD
Santhakumar, S. “A NOTE ON AUTOMORPHISM LIFTABLE MODULES”. International Electronic Journal of Algebra 26/26 (Temmuz 2019), 111-121. https://doi.org/10.24330/ieja.587002.
JAMA
Santhakumar S. A NOTE ON AUTOMORPHISM LIFTABLE MODULES. IEJA. 2019;26:111–121.
MLA
Santhakumar, S. “A NOTE ON AUTOMORPHISM LIFTABLE MODULES”. International Electronic Journal of Algebra, c. 26, sy. 26, 2019, ss. 111-2, doi:10.24330/ieja.587002.
Vancouver
Santhakumar S. A NOTE ON AUTOMORPHISM LIFTABLE MODULES. IEJA. 2019;26(26):111-2.