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Within a product's supply chain, traceability may be both a regulatory and an ethical or environmental issue. [3] Traceability is increasingly becoming a core criterion for sustainability efforts related to supply chains wherein knowing the producer, workers and other links stands as a necessary factor that underlies credible claims of social, economic, or environmental impacts. [4]
The third gives symbols listed elsewhere in the table that are similar to it in meaning or appearance, or that may be confused with it; The fourth (if present) links to the related article(s) or adds a clarification note.
Nāgarī is an adjective derived from nagara , a Sanskrit word meaning "town" or "city", and literally means "urban" or "urbane". [21] The word Nāgarī (implicitly modifying lipi , "script") was used on its own to refer to a North Indian script, or perhaps a number of such scripts, as Al-Biruni attests in the 11th century; the form ...
Requirements traceability is a sub-discipline of requirements management within software development and systems engineering.Traceability as a general term is defined by the IEEE Systems and Software Engineering Vocabulary [1] as (1) the degree to which a relationship can be established between two or more products of the development process, especially products having a predecessor-successor ...
The terms Hindi and Hindu trace back to Old Persian which derived these names from the Sanskrit name Sindhu (सिन्धु), referring to the Indus River. The Greek cognates of the same terms are Indus (for the river) and India (for the land of the river).
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Fragmentary or trace evidence is any type of material left at (or taken from) a crime scene, or the result of contact between two surfaces, such as shoes and the floor covering or soil, or fibres from where someone sat on an upholstered chair. When a crime is committed, fragmentary (or trace) evidence needs to be collected from the scene.
The trace of a Hermitian matrix is real, because the elements on the diagonal are real. The trace of a permutation matrix is the number of fixed points of the corresponding permutation, because the diagonal term a ii is 1 if the i th point is fixed and 0 otherwise. The trace of a projection matrix is the dimension of the target space.