30,320 research outputs found

    TWO NEW SPECIES OF MELOIDAE (COLEOPTERA) FROM MEXICO

    Get PDF
    Pinto, John D. (2019): Two New Species of Meloidae (Coleoptera) from Mexico. The Coleopterists Bulletin 73 (4): 1007-1012, DOI: 10.1649/0010-065X-73.4.1007, URL: http://dx.doi.org/10.1649/0010-065x-73.4.100

    Existence uniqueness and ratio decomposition for Gibbs states via duality

    Get PDF
    We give an elementary proof of existence and uniqueness of Gibbs states for Hölder weight systems on subshifts of finite type. This uses a notion of duality for such subshifts. The approach of Paterson [2] is used to construct a measure with a prescribed Jacobian and the duality is used to produce an invariant measure from this

    Relativistic deuteron structure function at large Q^2

    Full text link
    The deuteron deep inelastic unpolarized structure function F_2^D is calculated using the Wilson operator product expansion method. The long distance behaviour, related to the deuteron bound state properties, is evaluated using the Bethe-Salpeter equation with one particle on mass shell. The calculation of the ratio F_2^D/F_2^N is compared with other convolution models showing important deviations in the region of large x. The implications in the evaluation of the neutron structure function from combined data on deuterons and protons are discussed.Comment: 7 pages, 1 ps figure, RevTeX source, 1 tar.gz file. Submited to Physical Letter

    Rigidity of hyperbolic sets on surfaces

    Get PDF
    Given a hyperbolic invariant set of a diffeomorphism on a surface, it is proved that, if the holonomies are sufficiently smooth, then the diffeomorphism on the hyperbolic invariant set is rigid in the sense that it is C1+ conjugate to a hyperbolic affine model

    Smoothness of holonomies for codimension 1 hyperbolic dynamics

    Get PDF
    Hyperbolic invariant sets {Lambda} of C1+{gamma} diffeomorphisms where either the stable or unstable leaves are 1-dimensional are considered in this paper. Under the assumption that the {Lambda} has local product structure, the authors prove that the holonomies between the 1-dimensional leaves are C1+{alpha} for some 0 < {alpha} < 1
    • …
    corecore