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Two results on the homothety conjecture for convex bodies of flotation on the plane

  • M. Angeles Alfonseca [1] ; Fedor Nazarov [2] ; Dmitry Ryabogin [2] ; Alina Stancu [3] ; Vladyslav Yaskin [4]
    1. [1] North Dakota State University

      North Dakota State University

      City of Fargo, Estados Unidos

    2. [2] Kent State University

      Kent State University

      City of Kent, Estados Unidos

    3. [3] Concordia University

      Concordia University

      Canadá

    4. [4] University of Alberta

      University of Alberta

      Canadá

  • Localización: Revista de la Unión Matemática Argentina, ISSN 0041-6932, ISSN-e 1669-9637, Vol. 69, Nº. 1, 2026, págs. 93-108
  • Idioma: inglés
  • DOI: 10.33044/revuma.5089
  • Enlaces
  • Referencias bibliográficas
    • M. A. Alfonseca, F. Nazarov, D. Ryabogin, and V. Yaskin, Analysis and geometry near the unit ball: Proofs, counterexamples, and open questions,...
    • I. Bar´ any ´ and D. G. Larman, Convex bodies, economic cap coverings, random polytopes, Mathematika 35 no. 2 (1988), 274–291. DOI MR Zbl
    • M. G. Crandall and P. H. Rabinowitz, Bifurcation, perturbation of simple eigenvalues, and linearized stability, Arch. Rational Mech. Anal....
    • C. Schutt ¨ and E. Werner, The convex floating body, Math. Scand. 66 no. 2 (1990), 275–290. DOI MR Zbl
    • C. Schutt ¨ and E. Werner, Homothetic floating bodies, Geom. Dedicata 49 no. 3 (1994), 335–348. DOI MR Zbl

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