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  1. 1
    Radical functors in the category of modules over different rings
    by Burban, Natalia, Horbachuk, Omelyan
    Published 2018
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  2. 2
    A survey of results on radicals and torsions in modules
    by Kashu, A. I.
    Published 2016
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  3. 3
    Closure operators in modules and adjoint functors, I
    by Kashu, A. I.
    Published 2018
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  4. 4
    On equivalence of some subcategories of modules in Morita contexts
    by Kashu, A. I.
    Published 2018
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  5. 5
    On inverse operations in the lattices of submodules
    by Kashu, A. I.
    Published 2018
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  6. 6
    Preradicals, closure operators in \(R\)-Mod and connection between them
    by Kashu, A. I.
    Published 2018
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  7. 7
    Closure operators in the categories of modules Part I (Weakly hereditary and idempotent operators)
    by Kashu, A. I.
    Published 2018
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  8. 8
    Form of filters of semisimple modules and direct sums
    by Maturin, Yuriy
    Published 2018
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  9. 9
    Preradicals and submodules
    by Maturin, Yuriy
    Published 2018
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  10. 10
    Closure operators in the categories of modules Part II (Hereditary and cohereditary operators)
    by Kashu, A. I.
    Published 2018
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  11. 11
    Adjoint functors, preradicals and closure operators in module categories
    by Kashu, Alexei I.
    Published 2020
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  12. 12
    On the quasi-primary decomposition of HK-torsion theories
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  13. 13
    There isn’t much duality in radical theory
    by Gardner, B. J.
    Published 2018
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  14. 14
    Finitely presented quadratic algebras of~intermediate growth
    by Koçak, Dilber
    Published 2015
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  15. 15
    On lattices, modules and groups with many uniform elements
    by Krempa, Jan
    Published 2018
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  16. 16
    Clean coalgebras and clean comodules of finitely generated projective modules
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  17. 17
    Jacobson Hopfian modules
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  18. 18
    Modules in which every surjective endomorphism has a \(\delta\)-small kernel
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  19. 19
    Leavitt inverse semigroups of polynomial growth
    by Bezushchak, Dmytro I.
    Published 2024
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  20. 20
    \(\tau\)-complemented and \(\tau\)-supplemented modules
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