collaborators

7 papers

math.GT2026

Embedded surfaces with trivial extendable mapping class groups in simply connected -manifolds

Weizhe Niu

For every , every closed, connected, oriented, simply connected smooth -manifold , and every knot , we construct infinitely many pairwise topologically…

math.GT2026

Extendable mapping classes of knotted surfaces obtained by rim surgery in

Weizhe Niu

Let , , be the standard unknotted closed oriented surface, and let be an oriented nonseparating curve. For every nontrivial knot $J\subset…

math.GT2026

Image nonconcordance of positive-genus -injective surfaces

Weizhe Niu

We construct, for every , infinite families of homotopic smooth embeddings of a closed genus- surface whose images are pairwise not smoothly image-concordant, while eac…

hep-ex2026

Evidence of

BESIII Collaboration, M. Ablikim, M. N. Achasov +766

We report the first evidence for the hadronic transition using a data sample of collected at ~GeV with the BESIII…

math.GT2026

Triple torsion, triple cup products, and embedding obstructions for rational homology 3-spheres

Weizhe Niu

Freedman and Krushkal introduced a triple torsion linking form for rational homology -spheres and used it to obstruct locally flat embeddings in . For every odd prime ,…

math.GT2026

Brunnian spanning 3-disks for the 2-unlink in the 4-sphere

Weizhe Niu

We show that the -component unlink in admits infinitely many isotopy classes of spanning -disks that are Brunnian.