9 citations · 28 across the 8 of their papers we have counts for
10 papers
Singular Boundary Conditions for Sturm--Liouville Operators via Perturbation Theory
Michael Bush, Dale Frymark, Constanze Liaw
We show that all self-adjoint extensions of semi-bounded Sturm--Liouville operators with general limit-circle endpoint(s) can be obtained via an additive singular form bounded self…
On certain quotients of -class tower groups of quadratic fields
Michael R. Bush
A characterization of the quotients of -class tower groups of quadratic fields by terms in the lower -central series plays an important role in the formulation of conjectures…
Period sets of linear recurrences over finite fields and related commutative rings
Michael R. Bush, Danjoseph Quijada
After giving an overview of the existing theory regarding the periods of sequences defined by linear recurrences over finite fields, we give explicit descriptions of the sets of pe…
Heuristics for p-class towers of real quadratic fields
Nigel Boston, Michael R. Bush, Farshid Hajir
Let be an odd prime. For a number field , we let be the maximal unramified pro- extension of ; we call the group the -class to…
Galois groups of iterates of some unicritical polynomials
Michael R. Bush, Wade Hindes, Nicole R. Looper
We prove that the arboreal Galois representations attached to certain unicritical polynomials have finite index in an infinite wreath product of cyclic groups, and we prove surject…
-class field towers of exact length
MIchael R. Bush, Daniel C. Mayer
The -group generation algorithm is used to verify that the Hilbert -class field tower has length for certain imaginary quadratic fields with -class group $\mathrm{…