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Following Alber [21], the generalized projection is defined by.
The projection is defined on the entire sphere, except at one point the projection point.
The geometry projection is defined in a manner that prevents the singular optima phenomenon widely reported in the literature, and that effectively considers stresses only on the geometric components and not on the void region.
A cosupport Ŝ l which implies a near-optimal projection is defined as hat{S}_{l} text{textbf{textit{v}}})={underset{varLambdain mathrm{L}_{l}}{text{argmin}}}|v-text{textbf{textit{Q}}}_{varLambda}text{textbf{textit{v}}}|^{2}_{2} (9 where v ∈ ℜ d and ( mathrm{L}_{l}=left{varLambdainleft[1,2,cdots,pright],midvarLambdamidgeq l right} ) l-cosparse cosupports.
Projection is defined by Webster's as "the attribution of one's own ideas, feelings, or attitudes to other people or to objects, especially the externalization of blame, guilt, or responsibility as a defense against anxiety".
This projection is defined as follows: s i k = h t i k, where h : {1,..., M} → {1,..., N} is a random hash function.
Similar(54)
The desired new coordinates P ¯ ' of the latent point projection are defined the following way: P ¯ ' = P ¯ + T ¯ N (7).
and the (continuous) projections are defined by (2.5).
We have employed double fluorescent-labelling procedure: the projections were defined by injections of two retrograde tracers: Rhodamine Labelled Bead (RBL) and Fluoro Gold (FG) in the MPA and SC-L, respectively.
A projection operator is defined allowing the projection of measurements onto the duct modal basis.
The projection operators is defined by.
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