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  1. On the (co)homology of (quotients of) moment-angle manifolds over polygons

    The purpose of this paper is to represent the cohomology ring of a moment-angle manifold over an m -gon explicitly in terms of the quotient of an...

    Zhi Lü, Song Zhang in Acta Mathematica Scientia
    Article 30 August 2022
  2. Uniruledness of some low-dimensional ball quotients

    We define reflective modular forms on complex balls and use a method of Gritsenko and Hulek to show that some ball quotients of dimensions 3, 4 and 5...

    Yota Maeda in Geometriae Dedicata
    Article 18 October 2023
  3. Torus quotients of some flag varieties

    Somnath Dake, S Senthamarai Kannan, K Venkata Subrahmanyam in Proceedings - Mathematical Sciences
    Article 20 September 2023
  4. Finite quotients of 3-manifold groups

    Will Sawin, Melanie Matchett Wood in Inventiones mathematicae
    Article 29 April 2024
  5. Ideals with Linear Quotients and Componentwise Polymatroidal Ideals

    If I is a monomial ideal with linear quotients, then it has componentwise linear quotients. However, the converse of this statement is an open...

    Somayeh Bandari, Ayesha Asloob Qureshi in Mediterranean Journal of Mathematics
    Article 11 January 2023
  6. On Compatible Ring Structures of the Injective Hull of a Ring

    For a ring R, let \(E(R_R)\) and Q(R) be the...
    Jae Keol Park, S. Tariq Rizvi in Algebra and Related Topics with Applications
    Conference paper 2022
  7. Ring Homomorphisms and Isomorphisms

    It is time to further enhance our understanding of rings by introducing a pair of new concepts: homomorphisms and isomorphisms of rings. Once again,...
    Dinesh Khattar, Neha Agrawal in Ring Theory
    Chapter 2023
  8. Moment maps and cohomology of non-reductive quotients

    Gergely Bérczi, Frances Kirwan in Inventiones mathematicae
    Article Open access 26 September 2023
  9. The Group of Quotients of the Semigroup of Invertible Nonnegative Matrices Over Local Rings

    In this paper, we prove that for a linearly ordered local ring R with 1 / 2 the group of quotients of the semigroup of invertible nonnegative matrices G

    Article 12 September 2021
  10. Semigroups of straight left inverse quotients

    Let Q be an inverse semigroup. A subsemigroup S of Q is a left I-order in Q and Q is a semigroup of left I-quotients of S if every element in Q can...

    Victoria Gould, Georgia Schneider in Semigroup Forum
    Article Open access 22 July 2022
  11. Rationality of Quotients by Finite Heisenberg Groups

    We prove rationality of the quotient \(\mathbb {C}^n / H_n\)...
    Stanislav Grishin, Ilya Karzhemanov, Ming-chang Kang in Birational Geometry, Kähler–Einstein Metrics and Degenerations
    Conference paper 2023
  12. Coarse Homomorphisms, Subgroups and Quotients

    Let \(\boldsymbol G=(G,\mathcal {E})\) and...
    Arielle Leitner, Federico Vigolo in An Invitation to Coarse Groups
    Chapter 2023
  13. Finite Quotients, Arithmetic Invariants, and Hyperbolic Volume

    For any pair of orientable closed hyperbolic 3-manifolds, this paper shows that any isomorphism between the profinite completions of their...

    Article 17 August 2023
  14. Generalized Skew Derivation of Order 2 in Prime Ring with Multilinear Polynomial

    Let \(\mathcal {R}\) be a prime ring of characteristic not...
    Ashutosh Pandey, Balchand Prajapati in Advances in Ring Theory and Applications
    Conference paper 2024
  15. Extra-special quotients of surface braid groups and double Kodaira fibrations with small signature

    We study some special systems of generators on finite groups, introduced in previous work by the first author and called diagonal double Kodaira...

    Francesco Polizzi, Pietro Sabatino in Geometriae Dedicata
    Article Open access 05 September 2022
  16. Linear Differential Equation with Inhomogeneity in the Form of a Formal Power Series Over a Ring with Non-Archimedean Valuation

    Consider a linear inhomogeneous differential equation of the m th order with constant coefficients from the valuation ring K of a non-Archimedean...

    S. L. Hefter, A. B. Goncharuk in Ukrainian Mathematical Journal
    Article 01 April 2023
  17. EQUIVARIANT COX RING

    We define the equivariant Cox ring of a normal variety with algebraic group action. We study algebraic and geometric aspects of this object and show...

    A. VEZIER in Transformation Groups
    Article 31 March 2022
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