WolfgangBertram Generalizedprojectivegeometries:generaltheoryandequivalencewithJordanstructures

Notice that for the adjoint pairs in corollary 1.6.11 conditions (a) and (b) hold for all colimit cylinders as in (1.93), since (F ? , F ∗ ) is an equipment homomorphism in each

This work is devoted to an interpretation and computation of the first homology groups of the small category given by a rewriting system.. It is shown that the elements of the

The main technique in the proof of their theorem is the computation of the fixed point index of all iterates of an orientation preserving homeomorphism in a neighborhood of a

— An elliptic plane is a complex projective plane V equipped with an elliptic structure E in the sense of Gromov (generalization of an almost complex structure), which is tamed by

A generalization of Theorem 12.4.1 in [20] to the generalized eigenvalue problem for (A, M ) provides an upper bound for the approximation error of the smallest Ritz value in K k (x

In this case, the extension from a local solution u to a solution in an arbitrary interval [0, T ] is carried out by keeping control of the norm ku(T )k sN with the use of

The dimension d will allow us in the next sections to consider two different solutions of an ordinary differential equation as a function on R 2 with a combined expansion.. The

An integral inequality is deduced from the negation of the geometrical condition in the bounded mountain pass theorem of Schechter, in a situation where this theorem does not