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The NATO Team of Experts on UGV has recommended the IOP to become a NATO STANAG. The proposal is being considered by NATO Land Capability Group Land Engagement (LCG LE). To prove the applicability of IOP to military robots, the NATO Team of Experts on UGV conducted several interoperability exercises and demonstrations. [9]
PHP has hundreds of base functions and thousands more from extensions. Prior to PHP version 5.3.0, functions are not first-class functions and can only be referenced by their name, whereas PHP 5.3.0 introduces closures. [35] User-defined functions can be created at any time and without being prototyped. [35]
The input–process–output (IPO) model, or input-process-output pattern, is a widely used approach in systems analysis and software engineering for describing the structure of an information processing program or other process. Many introductory programming and systems analysis texts introduce this as the most basic structure for describing a ...
An intensive outpatient program (IOP), also known as an intensive outpatient treatment (IOT) program, is a structured non-residential psychological treatment program which addresses mental health disorders and substance use disorders (SUDs) that do not require detoxification through a combination of group-based psychotherapy, individual psychotherapy, family counseling, educational groups, and ...
The most obvious example of a preadditive category is the category Ab itself. More precisely, Ab is a closed monoidal category. Note that commutativity is crucial here; it ensures that the sum of two group homomorphisms is again a homomorphism. In contrast, the category of all groups is not closed. See Medial category. Other common examples:
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An example of a G-structure is an almost complex structure, that is, a reduction of a structure group of an even-dimensional manifold to GL(n,C). Such a reduction is uniquely determined by a C ∞-linear endomorphism J ∈ End(TM) such that J 2 = −1. In this situation, the torsion can be computed explicitly as follows.
The general linear group acts naturally on () via a change of basis, giving the frame bundle the structure of a principal (,)-bundle (where k is the rank of ). The frame bundle of a smooth manifold is the one associated with its tangent bundle .