collaborators

6 papers

math.GM2026

A Rigorous Proof of a Ramanujan Machine Identity for via Exact Recurrence Solving

Chao Wang

We prove a polynomial continued fraction identity for the constant , conjectured by the Ramanujan Machine project. The proof proceeds by explicitly solving the underlying se…

math.GM2026

A Family of Continued Fraction Identities for Arctangent Values

Chao Wang

We prove a two-parameter family of continued fraction identities for , where and are positive integers with . For every such pair, the identity \[ \ar…

math.GM2026

Analytic Proof of a Quartic Continued Fraction Identity for via Operator Decoupling

Chao Wang

We present a rigorous analytic proof of a generalized continued fraction (GCF) identity for the transcendental constant , a result recently conjectured via the algorithmic…

math.MG2026

Local Stability and Quantitative Bounds for the Betke-Henk-Wills Conjecture

Chao Wang

The Betke-Henk-Wills conjecture provides an upper bound for the lattice point enumerator of a convex body in terms of its successive minima. While the conjecture is esta…

math.GM2026

Quantitative Stability of the Betke-Henk-Wills Conjecture

Chao Wang

The Betke-Henk-Wills conjecture proposes a sharp upper bound for the lattice point enumerator of a convex body in terms of its successive minima. While the conjecture re…

math.GT2025

A remark on the counterexample to the unknotting number conjecture

Chao Wang, Yimu Zhang

By using Snappy, M. Brittenham and S. Hermiller discovered a very surprising example that , where is the -toru…