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This paper studies the reciprocity obstruction to the local–global principle for compactifications of torsors under tori over a generalised global field of characteristic zero.. Under

The main example that we have in mind is the Witt group, defined for a triangulated category with duality, the (coherent or locally free) Witt groups of a scheme then being defined

The boundary value problems of stationary thermoelas- tic oscillations are investigated for the entire space with a spherical cavity, when the limit values of a displacement vector

On the tangent bundle of a Riemannian manifold (M, g) we consider a pseudo-Riemannian metric defined by a symmetric tensor field c on M and four real valued smooth functions defined

In an R − complex Finsler space we determine a nonlinear connection from the variational problem similar as in the com- plex Lagrange geometry ([11]) for the Hermitian case and

In this paper we generalize the linear contravariant connection on Poisson manifolds to Lie algebroids and study its tensors of torsion and curvature.. A Poisson connection

The author’s previous interest [13] in ramified, or branched covers (in the sense of Fox [11]) has led to the present investigation of a connection between the so-called Hurwitz

To calculate the predictive mean one needs the conditional distribution of losses given the parameter of interest (often the conditional mean) and the prior distribution of