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We prove that the degree of a q-holonomic sequence is eventually a quadratic quasi-polynomial, and that the leading term satisfies a linear recursion relation with

There is also a graph with 7 vertices, 10 edges, minimum degree 2, maximum degree 4 with domination number 3..

Theorem 8.2 If π is torsion free and virtually poly-Z of Hirsch length 4 then it is the fundamental group of a closed smooth 4 -manifold M which is either a mapping torus of a

We give a Dehn–Nielsen type theorem for the homology cobordism group of homol- ogy cylinders by considering its action on the acyclic closure, which was defined by Levine in [12]

One strategy to answering this question is to compare the χ 2 -statistic of the given table with a large number of randomly selected contingency tables with the same

Given a principal fibre bundle with structure group S, and a fibre transitive Lie group G of automorphisms thereon, Wang’s theorem identifies the invariant connections with

Then, since S 3 does not contain a punctured lens space with non-trivial fundamental group, we see that A 1 is boundary parallel in V 2 by Lemma C-3 (see the proof of Claim 1 in Case

In this paper, we characterize symmetric transversal designs STD λ [k, u]’s which have a semiregular automorphism group G on both points and blocks containing an elation group of