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Class Number Two for Real Quadratic Fields of Richaud-Degert Type [PDF]
, 2009 2000 Mathematics Subject Classification: Primary: 11D09, 11A55, 11C08, 11R11, 11R29; Secondary: 11R65, 11S40; 11R09.This paper contains proofs of conjectures made in [16] on class number 2 and what this author has dubbed the Euler-Rabinowitsch polynomial
Mollin, R. A.
core
On rademacher's conjecture and a recurrence relation of euler
, 2004 We consider a connection between Rademacher's conjectural partial fraction decomposition for the reciprocal of Dedekind's eta function and Euler's recurrence relation for the partition function.
Gagola, JR., Stephen M, Davidson, Morley
core
An infinite family of cubics with emergent reduciability at depth 1
, 2017 A polynomial ƒ(x) has emergent reducibility at depth n if ƒ ok(x) is irreducible for 0≤ k ≤ n - 1 but ƒ on(x) is reducible. In this paper we prove that there are innitely many irreducible cubics ƒ ∈ Ζ[x] with ƒ o ƒ reducible by exhibiting a one parameter
Preszler, Jason I.
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Monogenic Cyclotomic compositions
Kodai Mathematical Journal, 2021Joshua Harrington, Lenny Jones
exaly
Monogenic Binomial Compositions
Taiwanese Journal of Mathematics, 2020Joshua Harrington, Lenny Jones
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Irreducible polynomials of bounded height
Duke Mathematical Journal, 2020Lior Bary-Soroker, Gady Kozma
exaly
TOTALLY p-ADIC ALGEBRAIC NUMBERS OF DEGREE 4
Rocky Mountain Journal of Mathematics, 2023Darrin Doud
exaly
On the Irreducibility of a Truncated Binomial Expansion
Rocky Mountain Journal of Mathematics, 2007Michael Filaseta, Dmitrii V Pasechnik
exaly
The Discriminant of a Cyclic Field of Odd Prime Degree
Rocky Mountain Journal of Mathematics, 2003Blair K Spearman
exaly
Roots of Polynomials of Bounded Height
Rocky Mountain Journal of Mathematics, 2009Paulius Drungilas, Arturas Dubickas
exaly