William Craig

From MaRDI portal
Person:6672141

Available identifiers

zbMath Open craig.williamDBLP30/5307WikidataQ8007226 ScholiaQ8007226MaRDI QIDQ6672141

List of research outcomes





PublicationDate of PublicationType
Corrigendum to: ``Variants of Lehmer's speculation for newforms2024-02-01Paper
Asymptotic equidistribution for partition statistics and topological invariants2024-01-25Paper
Inequalities and asymptotics for hook numbers in restricted partitions2023-11-25Paper
Asymptotics for $d$-fold partition diamonds and related infinite products2023-11-20Paper
Hook length biases and general linear partition inequalities2023-10-17Paper
Seaweed algebras and the index statistic for partitions2023-08-29Paper
On the distribution of the norm of partitions2023-07-26Paper
Variants of Lehmer's speculation for newforms2023-07-05Paper
The Riemann Hypothesis for period polynomials of cusp forms2023-05-06Paper
On the coefficients of $q$-series and modular forms2022-11-09Paper
On the number of parts in congruence classes for partitions into distinct parts2022-08-18Paper
Distributions on partitions arising from Hilbert schemes and hook lengths2022-08-01Paper
On Ramanujan-type congruences for multiplicative functions2022-06-13Paper
Variations of Lehmer's conjecture for Ramanujan's tau-function2022-04-20Paper
Distribution properties for \(t\)-hooks in partitions2021-09-09Paper
A note on the higher order Turán inequalities for \(k\)-regular partitions2021-02-02Paper
Higher order Turán inequalities for \(k\)-regular partitions2020-09-14Paper
Cubefree Trinomial Discriminants2019-01-11Paper
God Over All2018-11-09Paper
God Over All2018-11-09Paper
God and Abstract Objects2018-01-10Paper
Bernulf Kanitscheider.Natur und Zahl: Die Mathematisierbarkeit der Welt[Nature and Number: The Mathematizability of the World]. Berlin: Springer Verlag, 2013. ISBN: 978-3-642-37707-5 (hbk); 978-3-642-37708-2 (e-book). Pp. vii + 3852017-03-03Paper
Is scepticism about self-knowledge incoherent?2000-08-22Paper
Limiting behaviour of MacMahon-like q-seriesN/APaper
On the asymptotic behavior for partitions separated by parityN/APaper

Research outcomes over time

This page was built for person: William Craig