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Flat organization. A flat organization (also known as horizontal organization or flat hierarchy) is an organizational structure with few or no levels of middle management between staff and executives. An organizational structure refers to the nature of the distribution of the units and positions within it, and also to the nature of the ...
Flat manifold. In mathematics, a Riemannian manifold is said to be flat if its Riemann curvature tensor is everywhere zero. Intuitively, a flat manifold is one that "locally looks like" Euclidean space in terms of distances and angles, e.g. the interior angles of a triangle add up to 180°.
During 1980–2005, the CIOs were in a flat structure reporting directly to the CDC Director. In 2005, they were collected into four Coordinating Centers in a matrix organization framework as part of the CDC Futures Initiative, but in 2009 the Coordinating Centers were replaced with leaner Deputy Director offices. The 2023 CDC Moving Forward ...
Triangular, wedge-shaped, stem attaches to point. cuneiform. whole leaf. Narrowly triangular, widest on the opposite end from the stem, with the corners at that end rounded. cuspidate. cuspidatus. leaf tip. With a sharp, elongated, rigid tip; tipped with a cusp. deltoid, deltate.
For tax year 2022 (2023 filers), there are seven tax brackets, ranging from 10% to 37%. Everyone pays 10% tax on their first $10,275 of income ($20,550 for joint filers). At the top of the tax ...
A plastic skid with nine legs, which can be lifted from all four sides. This type of transport is commonly called a pallet, but since it has no bottom, it is technically a skid. 48 in × 40 in (122 cm × 102 cm) galvanized steel pallet. Galvanized steel pallets are fireproof and rust resistant. A pallet (also called a skid) is a flat transport ...
The most familiar such global structure is that of Euclidean space, which is infinite in extent. Flat universes that are finite in extent include the torus and Klein bottle. Moreover, in three dimensions, there are 10 finite closed flat 3-manifolds, of which 6 are orientable and 4 are non-orientable. These are the Bieberbach manifolds.
An affine flat structure on M is a sheaf T f of vector spaces that pointwisely span TM the tangent bundle and the tangent bracket of pairs of its sections vanishes. As a local example consider the coordinate vectorfields over a chart of M. A manifold admits an affine flat structure if one can glue together such vectorfields for a covering ...