J83 e IEEE TC 2000 9

Similarly, a skeletal generalized metric space is finitely cocomplete if and only if it can be given the structure of a co-metric semi-tropical module.. As we know that the

— 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

In Section 2, we introduce the infinite-wedge space (Fock space) and the fermion operator algebra and write the partition function in terms of matrix elements of a certain operator..

Related to this, we examine the modular theory for positive projections from a von Neumann algebra onto a Jordan image of another von Neumann alge- bra, and use such projections

If τ is the weak topology of ` ∞ and if the field is non-spherically complete, it is shown that τ s coincides with the finest locally convex topology which agrees with τ on norm

The structure constants C l jk x are said to define deformations of the algebra A generated by given DDA if all f jk are left zero divisors with common right zero divisor.. To

These include the relation between the structure of the mapping class group and invariants of 3–manifolds, the unstable cohomology of the moduli space of curves and Faber’s

As a useful application, it is shown that the graph of any densely defined skew symmetric linear operator on a Hilbert space is indeed a Dirac structure (Theorem 2.19)..