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Theorem I.1. Consider a model of codimension 1 crossing that satisfies the special con- dition at the crossing and the structure condition at infinity. if the variable x lies in R ),
In this section we consider a certain type of algebraic variety with an action of a reductive group G whose orbit structure is closely related to the structure of the E Z -orbits in
To apply (5.2.2), we need to recall some general facts (see [9, 9.5/9, 9.6/1]) concerning the relationship between the closed fiber of a regular proper model X of a smooth
We present generalisations of this result, one of which states that the homotopy type of the space of continuous maps from any smooth manifold to X is given by a simplicial set
We will consider prescribed smooth H and giving conditions on the boundary data g, we will prove the existence of a solution to (1) by fixed point theorems.. The main result is
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
Even though we intend to consider (locally compact) topological spaces X in general, we need only use lattice or domain theory to study Σ X , since this is just the lattice of
Colleges with integrators as presidents experienced the maximal enrolment growth (4.75), the net casters are second in enrolment growth (4.17), while the focused visionaries are
