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20162026
most cited4d N=2 SCFT and singularity theory Part II: Complete intersection

15 citations · 15 across the 9 of their papers we have counts for

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5 papers · 1 filter

math.NT2026

Yau's number-theoretic conjecture and sharp spectral bounds for quantum harmonic oscillators

Zhiwen Liu, Stephen S. -T. Yau, Hao Zuo

We prove Yau's number-theoretic conjecture on positive integral points in real right simplices in every dimension , and apply the resulting sharp polynomial bound to quantum…

math.NT2026

Pellarin's Identity, Carlitz Period, and Anderson Generating Functions over Arbitrary Curves

Chuangqiang Hu, Stephen S. -T. Yau, Lishan Yu

Let \(A\) be the coefficient ring of a smooth projective curve over \(\mathbb{F}_q\) with a closed point at infinity of arbitrary degree \(\mathrm{N}=°(\infty)\ge 1\), and let \(φ\…

math.AG2026

Derivations of Generalized Moduli Algebras of Isolated Hypersurface Singularities

Zhiwen Liu, Stephen S. -T. Yau

Let be an isolated complex hypersurface singularity defined by . Let be the moduli(Tjurina) algebra, let be the generalize…

math.NT2026

Anderson generating function of rank-one Drinfeld Module over rational function fields

Chuangqiang Hu, Xiao-Min Huang, Stephen S. -T. Yau

We establish a fundamental breakthrough in rank-one Drinfeld module arithmetic by deriving explicit formulas over the integral domain $\A = H^{0}(\mathbb{P}^1-P_ρ, \mathcal{O}_{\ma…

math.AG2026

Nakai conjectures for isolated weighted homogeneous hypersurface singularities

Stephen S. -T. Yau, Qiwei Zhu, Huaiqing Zuo

The long-standing Nakai Conjecture asks whether differential operators detect singularities on algebraic varieties. On a smooth variety over a field of characteristic zero, the rin…