This monograph is mostly devoted to the problem of the geome trizing of Lagrangians which
depend on higher order accelerations. It naturally prolongs the theme of the monograph" …

This is the first monograph on the geometry of anisotropic spinor spaces and its applications
in modern physics. The main subjects are the theory of gravity and matter fields in spaces …

In this paper we study the differential structure of a spinor bundle in spaces where the metric
tensor g μν (x, ξ,\̄ gx) of the base manifold depends on the position x as well as on the …

In this note we make an introduction to higher order holomorphic geometry. Two types of
holomorphic jet bundles are compared. The (2, 0)-jet bundles present some resemblances …

The Curvature Theory of Generalized Connection in Osc2M Page 1 The Curvature Theory of
Generalized Connection in Osc2M Irena Comic Abstract In the paper are presented the explicit …

Lately a big attention has been paid to second order gauge connections, but the
investigation are mostly restricted to the d-connection. Here this connection is generalized …

In a previous paper, the first author made a general study of the geometry of J (2, 0) M jets
bundle, which has a holomorphic structure. In the present paper we define the complex …

THE THEORY OF LINEAR CONNECTIONS IN THE DIFFERENTIAL GEOMETRY OF
ACCELERATIONS Page 1 THE THEORY OF LINEAR CONNECTIONS IN THE DIFFERENTIAL …

In this paper, we study the differential structure of a spinor bundle in spaces where the metric
tensor g μν (x, ξ,\overline ξ) of the base manifold depends on the position variables x as well …

Abstract In the previous papers [14, 15], we made a study of the connections in the J (2, 0) M
jet bundle. In the present paper, some results are applied in order to obtain adapted frames …