PACS numbers

02.40.−k Geometry, differential geometry, and topology
  1. V.I. Ritus “Finite value of the bare charge and the relation of the fine structure constant ratio for physical and bare charges to zero-point oscillations of the electromagnetic field in the vacuum65 (5) (2022)
    02.40.−k, 03.70.+k, 05.40.−a, 11.10.Hi, 11.10.Jj, 11.55.Hx, 12.20.−m, 41.60.−m (all)
  2. G.E. Volovik “Fifty years of research at the Landau Institute for Theoretical Physics (on the 100th anniversary of the birth of I.M. Khalatnikov)62 1031–1045 (2019)
    01.65.+g, 02.40.−k, 67.30.−n (all)
  3. A.P. Protogenov “Knots and links in the order parameter distributions of strongly correlated systems49 667–691 (2006)
    02.40.−k, 11.15.−q, 11.27.+d, 74.20.De (all)
  4. F.V. Dolzhanskii “On the mechanical prototypes of fundamental hydrodynamic invariants and slow manifolds48 1205–1234 (2005)
    02.40.−k, 45.40.−f, 92.10.−c, 92.60.−e (all)
  5. M.O. Katanaev “Geometric theory of defects48 675–701 (2005)
    02.40.−k, 46.05.+b, 61.72.Lk, 63.20.Mt (all)
  6. A.V. Savin, L.I. Manevich et alNonlinear dynamics of zigzag molecular chains42 245–260 (1999)
    02.40.−k, 36.20.−r, 43.25.Rq, 87.15.He (all)
  7. A.A. Logunov “The theory of the classical gravitational field38 179–193 (1995)
    04.20.−q, 03.30.+p, 02.40.−k, 98.80.−k (all)
  8. S.S. Rozhkov “Topology, manifolds, and homotopy: Basic concepts and applications to n-field models29 530–538 (1986)
    02.40.−k, 11.27.+d, 11.15.−q, 61.72.Lk, 61.30.−v, 75.50.−y (all)
  9. Yu.A. Kravtsov, Yu.I. Orlov “Caustics, catastrophes, and wave fields26 1038–1058 (1983)
    03.40.Kf, 02.40.−k
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