Results 221 to 230 of about 276,781 (279)
Spectral Networks and Stability Conditions for Fukaya Categories with Coefficients. [PDF]
Commun Math PhysHaiden F, Katzarkov L, Simpson C.
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On Hodge polynomials for nonalgebraic complex manifolds. [PDF]
Proc Natl Acad Sci U S AKatzarkov L +3 more
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The stabilizer of the group determinant and bounds for Lehmer's conjecture on finite abelian groups
, 2013 Wasin Vipismakul
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Algebra, 2018
Recent work, apparently beginning with a paper by Welch in 1966, has shown that character expansions on finite Abelian groups can be fast computed in a way that makes the FFT and FWT special cases. It is shown here how the computational saving depends on
T. W. Cairns
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Recent work, apparently beginning with a paper by Welch in 1966, has shown that character expansions on finite Abelian groups can be fast computed in a way that makes the FFT and FWT special cases. It is shown here how the computational saving depends on
T. W. Cairns
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On the lengths of group algebras of finite abelian groups in the modular case
, 2021In this paper, we address the question of finding the length of group algebras of finite abelian groups in the case when the characteristic of the ground field divides the order of the group. We evaluate the exact length for an arbitrary abelian [Formula:
A. Guterman, M. Khrystik, O. Markova
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FORCING A FINITE GROUP TO BE ABELIAN
Mathematical Proceedings of the Royal Irish Academy, 2011zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Deaconescu, M. +2 more
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Asymptotic Metric Behavior of Random Cayley Graphs of Finite Abelian Groups
Comb., 2016Using methods of Marklof and Strömbergsson we establish several limit laws for metric parameters of random Cayley graphs of finite abelian groups with respect to a randomly chosen set of generators of a fixed size. Doing so we settle a conjecture of Amir
Uri Shapira, Reut Zuck
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Israel Journal of Mathematics, 1981
Let \(G\) be a finite Abelian group with \(\#G=p\). For \(A,B\subset G\) let \(m(x,A,B)=\#\{(a,b): a+b=x,\;a\in A,\;b\in B\}\). For \(E\subset G\) let \(E'\) denote its complement. The authors prove the following results: \[ \begin{multlined}\sum_{c\in G} |m(x,E,E)+m(x,E',E')-m(x,E,E')-m(x,E',E)|^2= \\ \sum_{c\in G} |m(x,E,-E)+m(x,E',-E')-m(x,E,-E')-m ...
Erdős, Paul, Smith, B.
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Let \(G\) be a finite Abelian group with \(\#G=p\). For \(A,B\subset G\) let \(m(x,A,B)=\#\{(a,b): a+b=x,\;a\in A,\;b\in B\}\). For \(E\subset G\) let \(E'\) denote its complement. The authors prove the following results: \[ \begin{multlined}\sum_{c\in G} |m(x,E,E)+m(x,E',E')-m(x,E,E')-m(x,E',E)|^2= \\ \sum_{c\in G} |m(x,E,-E)+m(x,E',-E')-m(x,E,-E')-m ...
Erdős, Paul, Smith, B.
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AUTOMORPHISMS OF FINITE ABELIAN GROUPS
Mathematical Proceedings of the Royal Irish Academy, 2010Summary: We first use elementary methods to analyse the structure of \(\Aut\,G\) where \(G\) is a finite Abelian \(p\)-group with two distinct cyclic factors. This leads us in a natural way to a simple presentation for \(\Aut\,G\). We then generalise these results to the case where \(G\) is an Abelian \(p\)-group with no repeated direct factors.
Bidwell, J. N. S., Curran, M. J.
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