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Direct visualization of native GSDMD pores reveals lipid-driven stabilization during pyroptosis. [PDF]
Kappelhoff S +18 more
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Transcriptional feedback of Erk signaling waves in zebrafish scale regeneration
Coudeville C +4 more
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Graded Semiartinian Rings: Graded Perfect Rings
Communications in Algebra, 2003Abstract We study graded left semiartinian rings with finite support. It is shown that the semiartinian property is preserved when we pass to the smash product in the sense of Quinn. We apply these results to investigate left perfect graded rings.
C. Năstăsescu +2 more
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Canadian Journal of Mathematics, 1979
All rings considered will be commutative with identity. By a graded ring we will mean a ring graded by the non-negative integers.A ring R is called a π-ring if every principal ideal of R is a product of prime ideals. A π-ring without divisors of zero is called a π-domain.
Anderson, D. D., Matijevic, J.
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All rings considered will be commutative with identity. By a graded ring we will mean a ring graded by the non-negative integers.A ring R is called a π-ring if every principal ideal of R is a product of prime ideals. A π-ring without divisors of zero is called a π-domain.
Anderson, D. D., Matijevic, J.
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Enumerating graded ideals in graded rings associated to free nilpotent Lie rings
Lee S, Voll C. Enumerating graded ideals in graded rings associated to free nilpotent Lie rings. Mathematische Zeitschrift. 2018;290(3-4):1249-1276.We compute the zeta functions enumerating graded ideals in the graded Lie rings associated with the free d-
Seungjai Lee, Christopher Voll
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Rings of Endomorphisms of Semigroup-Graded Modules
We analyze various types of endomorphism rings of graded modules over rings graded by finite semi-groups, and show connections between such rings and certain skew rings.
Claudia Menini
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Journal of Mathematical Sciences, 2018
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Gabriel Dimension for Graded Rings
Applied Categorical Structures, 2006Let \(G\) be a group with identity element \(e\), and let \(R=\bigoplus_{\sigma\in G}R_\sigma\) be a ring graded by \(G\), such that the grading has finite support. Using colocalization for Grothendieck categories with a family of projective generators, it is proved that if the category \(R_e\)-mod has Gabriel dimension, then so does the category \(R\)-
M. J. Asensio +2 more
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