Mathematics Research GroupLattice Theory & Applications
Research output / Bibliography

Publications.

Mathematical research supported by the Hungarian–Chinese Industrial Science and Technology Cooperation Programme. Each entry links to the corresponding arXiv manuscript.

Grant2024-1.2.8-TÉT-IPARI-CN-2025-00011
Bibliographical records

Research publications

Listed in reverse order of first arXiv submission, in a format inspired by MathSciNet.

Showing 9 publications

  1. arXiv preprint2026

    Ambrus, Gergely. An elementary solution of the polarization problem. Preprint (2026), arXiv:2609.31124.

  2. arXiv preprint2026

    Ambrus, Gergely; Gárgyán, Barnabás. Minimal central slices of the regular simplex. Preprint (2026), arXiv:2609.12714.

  3. arXiv preprint2026

    Ambrus, Gergely. Isotropic decompositions via inverse eigenvectors. Preprint (2026), arXiv:2607.26048.

  4. arXiv preprint2026

    Ivanov, Grigory; Jung, Attila; Naszódi, Márton. The VC dimension of partial concept classes via Radon’s theorem. Preprint (2026), arXiv:2607.10751.

  5. arXiv preprint2026

    Fodor, Ferenc; Sagmeister, Ádám. Optimal stability of Pál’s isominwidth inequality for ball convex bodies in planes of constant curvature. Preprint (2026), arXiv:2606.02882.

  6. Journal article2026

    Ambrus, Gergely; Dancsó, Dorottya. Softening locally polyhedral tilings. J. Nonlinear Sci. 36 (2026), Paper No. 105. doi:10.1007/s00332-026-10320-5.

  7. arXiv preprint2026

    Dósa, György; Lángi, Zsolt; Tuza, Zsolt. Covering a square by congruent squares. Preprint (2026), arXiv:2601.16535.

  8. Journal article2026

    Ambrus, Gergely; Heck, Rainie. A note on the Steinitz lemma. Mathematika 72 (2026), no. 2, e70085. doi:10.1112/mtk.70085.

  9. arXiv preprint2025

    Ambrus, Gergely; Grundbacher, Florian. Large signed sums and the polarization constant of convex bodies. Preprint, arXiv:2502.13752 (2025; revised 2026).