Conformal geometry and global solutions to the Yamabe equations on classical pseudo-Riemannian manifolds
Conformal invariant wave equations for spin zero and spin fields on de Sitter space
Conformal Killing forms with normalisation condition
Conformal transformation, conformal change, and conformal covariants
Conformally invariant wave equations in -de Sitter linear gravity
Conjugate locally convex spaces IV
Conjugation in spinor spaces Majorana and Weyl spinors
Connection induced geometrical concepts
Summary: Geometrical concepts induced by a smooth mapping of manifolds with linear connections are introduced, especially the (higher order) covariant differentials of the mapping tangent to and the curvature of a corresponding tensor product connection. As an useful and physically meaningful consequence a basis of differential invariants for natural operators of such smooth mappings is obtained for metric connections. A relation to geometry of Riemannian manifolds is discussed.
Connection theory and parameter transformations
Connections for non-holonomic 3-webs
A non-holonomic 3-web is defined by two operators and such that is a projector, is involutory, and they are connected via the relation . The so-called parallelizing connection with respect to which the 3-web distributions are parallel is defined. Some simple properties of such connections are found.
Connections on higher order principal prolongations
Geometric constructions of connections on the higher order principal prolongations of a principal bundle are considered. Moreover, the existing differences among connections on non-holonomic, semiholonomic and holonomic principal prolongations are discussed.
Connexions between convexity of a metric continuum and convexity of its hyperspaces and
Conservation of pseudo-norm in symmetric quantum mechanics
Constrained Hamiltonians: a homological approach
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