38 citations to https://www.mathnet.ru/rus/smj7493
  1. Carlos Rocha, Bernold Fiedler, “Meanders, Zero Numbers and the Cell Structure of Sturm Global Attractors”, J Dyn Diff Equat, 36:S1 (2024), 149  crossref
  2. Stefan Steinerberger, “A metric Sturm–Liouville theory in two dimensions”, Calc. Var., 59:1 (2020)  crossref
  3. Bernold Fiedler, Carlos Rocha, “Sturm 3-Ball Global Attractors 2: Design of Thom–Smale Complexes”, J Dyn Diff Equat, 31:3 (2019), 1549  crossref
  4. Bernold Fiedler, Carlos Rocha, “Sturm 3-ball global attractors 1: Thom–Smale complexes and meanders”, São Paulo J. Math. Sci., 12:1 (2018), 18  crossref
  5. I P Goulden, Alexandru Nica, Doron Puder, “Asymptotics for a Class of Meandric Systems, via the Hasse Diagram of NC(n)”, International Mathematics Research Notices, 2018  crossref
  6. Anna Karnauhova, Stefan Liebscher, “Connected components of meanders: Ⅰ. bi-rainbow meanders”, Discrete & Continuous Dynamical Systems - A, 37:9 (2017), 4835  crossref
  7. A. Panayotopoulos, P. Vlamos, “Partitioning the Meandering Curves”, Math.Comput.Sci., 9:3 (2015), 355  crossref
  8. Bernold Fiedler, “Reversibility, Continued Fractions, and Infinite Meander Permutations of Planar Homoclinic Orbits in Linear Hyperbolic Anosov Maps”, Int. J. Bifurcation Chaos, 24:08 (2014), 1440008  crossref
  9. Bernold Fiedler, Carlos Rocha, Matthias Wolfrum, “Sturm global attractors for $S^1$-equivariant parabolic equations”, Networks & Heterogeneous Media, 7:4 (2012), 617  crossref
  10. Bernold Fiedler, Carlos Rocha, Matthias Wolfrum, “A permutation characterization of Sturm global attractors of Hamiltonian type”, Journal of Differential Equations, 252:1 (2012), 588  crossref
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