Author: Smartweight-Multihead Pondus
Quae est subtilitas multi- tudinis latis plene ponderatoris? Sub eodem vexillo, idem experimentum specimen in rete pondus libra continue probatum est. Si totus numerus testium sufficiat, vexillum distributio curvae normale (etiam curva Gaussian dicta). In normali distributione vexillum relativum σ significat declinationem (STDDEV), et μ medium pondus rete significat. Fere, omnis±3σ(±3 temporibus vexillum declinationis) definire subtilitatem librae ponderis rete, id est, probabile rete pondus specimen probati in (μ-3σ, μ+3σ) esse 0.9974, et pondus rete deprehensum. valor fundamentaliter in sectione (µ-3σ, μ-3σ, μ+3σ) contrahitur, probabilitas huius categoriae excedens minor est quam 0.3%.
Ut simpliciter dicamus, 1,000 experimenta permittuntur, et numerus ad summum 3 times transiri potest. Pro data commoditate, sub quadam inspectione norma, quo minor valor declinationis vexillum relativum est, eo dynamica subtilitas inspectionis altioris est. Sed accuratio dynamica debet constitui sub praemissis mercimoniis datis, datae inspectionis norma, et data praecisione definitionis methodi.
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