vector bundle

(redirected from Zero section)

vector bundle

[′vek·tər ‚bən·dəl]
(mathematics)
A locally trivial bundle whose fibers are isomorphic vector spaces.
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For developers the means of fast-tracking the planning process, as well as the added bonus of being able to by-pass affordable housing quotas and ensuring zero Section 106 costs, was enticing.
[HL1]) we conclude that is transversal to the zero section of Hom(U,[pi]*F) for almost all w [element of] W.
In this universal case our families [[tau].sub.s] and [[tau].sup.R.sub.s] provide families of canonical Thom forms for s > 0 which converge to the zero section as s [right arrow] 0.
We claim that [psi] is transversal to the zero section of this bundle.
[section] 1.404A-6(f)(5) (which provides for a zero section 481 adjustment) could be expanded to clarify this concept.
Then on the eight surfaces just above these, we must also have zero sections; this applies as well to all of the surfaces to the right of these, except the final corner plane.