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1. Cohen-Macaulay representations
by Leuschke, Graham J., 1973 and Wiegand, Roger, 1943
2012, Mathematical surveys and monographs, ISBN 9780821875810, Volume 181, xvii, 367
Cohen-Macaulay modules | Representations of rings (Algebra)
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2. Cyclic modules and the structure of rings
by Jain, S. K
2012, 1st ed., Oxford mathematical monographs, ISBN 9780199664511, x, 220
This unique and comprehensive volume provides an up-to-date account of the literature on the subject of determining the structure of rings over which cyclic... 
Mathematics | Noncommutative rings | algebra | Artin rings | Noetherian rings | Commutative rings | Cs modules | Injective modules | Quasi-injective modules | Continuous modules | Cyclic modules | Factor rings | N-injective modules | Proper cyclic modules | Cycles
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3. Full Text Internal groupoid actions and liftings of crossed modules within groups with operations
by Akız, H. Fulya and Mucuk, Osman and Şahan, Tunçar
AIP Conference Proceedings, ISSN 0094-243X, 04/2019, Volume 2086, Issue 1
In this extended abstract we define the notion of lifting of a crossed module in groups with operations and state some properties of this type of liftings.... 
Modules
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4. Projective and injective dimensions in the category [sigma][M]
by Seyed Shahin Mousavi and Mina Abbaszade
Communications in Algebra, ISSN 0092-7872, 04/2018, Volume 46, Issue 4, p. 1560
For any module M, the smallest subcategory of R-modules which is a Grothendieck category and contains M is the category σ[M]. In this article, by introducing... 
Modules
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5. Full Text On 2-Verma modules for quantum $${\mathfrak {sl}_{2}}$$ sl 2
by Naisse, Grégoire and Vaz, Pedro
Selecta Mathematica, ISSN 1022-1824, 09/2018, Volume 24, Issue 4, pp. 3763 - 3821
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6. On [delta]-semiperfect modules
by Hau Xuan Nguyen and M Tamer Kosan and Yiqiang Zhou
Communications in Algebra, ISSN 0092-7872, 01/2018, Volume 46, Issue 11, p. 4965
A submodule N of a module M is δ-small in M if N+X[not equal to]M for any proper submodule X of M with M[DIVISION SLASH]X singular. A projective δ-cover of a... 
Modules
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7. Full Text Duality Pairs Induced by One-Sided Gorenstein Subcategories
by Song, Weiling and Zhao, Tiwei and Huang, Zhaoyong
Bulletin of the Malaysian Mathematical Sciences Society, ISSN 0126-6705, 06/2019
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8. Disorder- and Dynamics-Based Regulatory Mechanisms in Toxin-Antitoxin Modules
by Loris, Remy and Garcia-Pino, Abel
Chemical Reviews, ISSN 0009-2665, 07/2014, Volume 114, Issue 13, pp. 6933 - 6947
Loris and Garcia-Pino examine disorder- and dynamics-based regulatory mechanisms in toxin-antitoxin modules. 
Modules
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9. Continuous and discrete modules
by Mohamed, Saad H and Müller, Bruno J and London Mathematical Society
1990, London Mathematical Society Lecture Note Series, ISBN 0521399750, Volume 147., 126
Continuous and discrete modules are, essentially, generalizations of infective and projective modules respectively. Continuous modules provide an appropriate... 
Injective modules (Algebra) | Representations of rings (Algebra) | Projective modules (Algebra) | Decomposition (Mathematics)
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10. Full Text Injective stabilization of additive functors. II. (Co)torsion and the Auslander-Gruson-Jensen functor
by Martsinkovsky, Alex and Russell, Jeremy
Journal of Algebra, ISSN 0021-8693, 04/2020, Volume 548, pp. 53 - 95
The formalism of injective stabilization of additive functors is used to define a new notion of the torsion submodule of a module. It applies to arbitrary... 
Pure injective | Artin algebra | Trace of injectives | Cotorsion quotient module of a module | Filtered colimits | pp-functors | Torsion module | Character module | Cotorsion-free module | Injective stabilization | Bass torsion functor | Additive functor | Torsion submodule of a module | Projective stabilization | Classical torsion | Injective torsion | Cotorsion module | Absolutely pure module | Reject of flats | Cosatellite | Torsion-free module | Auslander-Gruson-Jensen functor | Finitely presented functor | Mathematics - Representation Theory
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11. Introduction to tropical geometry
by Maclagan, Diane, 1974 and Sturmfels, Bernd, 1962
2015, Graduate studies in mathematics, ISBN 9780821851982, Volume 161, xii, 363
Tropical geometry is a combinatorial shadow of algebraic geometry, offering new polyhedral tools to compute invariants of algebraic varieties. It is based on... 
Tropical geometry | Study and teaching (Graduate) | Geometry, Algebraic
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12. Full Text On \[\alpha \] -Tall Modules
by M Davoudian and N Shirali
Bulletin of the Malaysian Mathematical Sciences Society, ISSN 0126-6705, 10/2018, Volume 41, Issue 4, pp. 1739 - 1747
In this article, we introduce and study \[\alpha \]-tall modules. We show that an \[\alpha \]-tall module, where \[\alpha \ge 0\], is a tall module, i.e. M... 
Modules
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13. Extending modules
by Nguyen, Viet Dung
1994, Pitman research notes in mathematics series, ISBN 0582253829, Volume 313, xvii, 224
Injective modules (Algebra)
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14. D4-Modules
by Ding, NQ and Ibrahim, Y and Yousif, M and Zhou, YQ
JOURNAL OF ALGEBRA AND ITS APPLICATIONS, ISSN 0219-4988, 09/2017, Volume 16, Issue 9
A module M is called a D4-module if, whenever A and B are submodules of M with M = A circle plus B and f : A -> B is a homomorphism with Imf subset of(circle... 
MATHEMATICS, APPLIED | REPRESENTATIONS | quasi-discrete module | D3-module | D4-module | pseudo-projective module | direct-projective module | dual-square-free module | MATHEMATICS | DISCRETE MODULES | pseudo-discrete module | Clean module | quasi-projective module | exchange property | D4-cover | lifting module | UNISERIAL RINGS
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15. Full Text When automorphism-coinvariant modules are quasi-projective
by Tütüncü, Derya Keskı̇n
Communications in Algebra, ISSN 0092-7872, 02/2017, Volume 45, Issue 2, pp. 688 - 693
In this paper we provide conditions under which automorphism-coinvariant modules over a right perfect ring are quasi-projective. 
Module with finite hollow dimension | ( -) automorphism-coinvariant module | 16D80 | Quasi-projective module | ( -)automorphism- invariant module | 16D40 | (X-) automorphism-coinvariant module | (X-)automorphism- invariant module | MATHEMATICS | (chi-) automorphism-coinvariant module | (chi-)automorphism- invariant module | COVERS | INVARIANT MODULES | Modules | Algebra
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16. Modules and the structure of rings
: a primer
by Golan, Jonathan S and Head, Tom
1991, Monographs and textbooks in pure and applied mathematics, ISBN 9780824785550, Volume 147., xv, 263
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17. Strongly isohopfian modules and their duals
by Yong-duo Wang and Yan-li An
Xi Bei Shi Fan Da Xue Xue Bao. Zi Ran Ke Xue Ban = Journal of Northwest Normal University. Natural Science, ISSN 1001-988X, 01/2019, Volume 55, Issue 2
The concepts of strongly isohopfian modules and rings are introduced,some basic properties of these modules and rings are studied.For any element a of R and... 
Modules
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18. Graded Simple Injective Modules and Their Characterization
by Chunmei Liang and Fanggui Wang and Xiaoying Wu
Guangxi Shifan Daxue Xuebao. Ziran Kexue Ban = Journal of Guangxi Normal University. Natural Science Edition, ISSN 1001-6600, 01/2019, Issue 2
In this paper,the concept of graded simple injective modules is introduced.Let Rbe a G-graded ring.A graded R-module Nis called a graded single injective... 
Modules
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19. Strong Ding projective and injective complexes
by Cui-ping Zhang and Hui-ying Guo
Xi Bei Shi Fan Da Xue Xue Bao. Zi Ran Ke Xue Ban = Journal of Northwest Normal University. Natural Science, ISSN 1001-988X, 01/2019, Volume 55, Issue 5
This paper generalizes strong Ding projective(injective) modules to strong Ding projective(injective) complexes.Further,it is proved that each degree of strong... 
Modules
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20. n-strongly W-Gorenstein graded modules
by Ren-yu Zhao and Yu Zhang
Xi Bei Shi Fan Da Xue Xue Bao. Zi Ran Ke Xue Ban = Journal of Northwest Normal University. Natural Science, ISSN 1001-988X, 01/2019, Volume 55, Issue 4
Let R be a graded ring, n a positive integer, and W a self-orthogonal class of graded R-modules. The notion of n-strongly W-Gorenstein graded modules is... 
Modules
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