NA 147
DIN Standards Committee Quality Management, Statistics and Certification
DIN ISO 3951-1 [Withdrawn] references following documents:
| Document number | Edition | Title |
|---|---|---|
| Document number ISO 2859-1 | Edition 1999-11 | Title Sampling procedures for inspection by attributes - Part 1: Sampling schemes indexed by acceptance quality limit (AQL) for lot-by-lot inspection More |
| Document number ISO 3534-1 | Edition 2006-10 | Title Statistics - Vocabulary and symbols - Part 1: General statistical terms and terms used in probability More |
| Document number ISO 3534-2 | Edition 2006-09 | Title Statistics - Vocabulary and symbols - Part 2: Applied statistics More |
| Document number ISO 3951-2 | Edition 2013-09 | Title Sampling procedures for inspection by variables - Part 2: General specification for single sampling plans indexed by acceptance quality limit (AQL) for lot-by-lot inspection of independent quality characteristics More |
| Document number DIN ISO 2859-1 | Edition 2014-08 | Title Sampling procedures for inspection by attributes - Part 1: Sampling schemes indexed by acceptance quality limit (AQL) for lot-by-lot inspection (ISO 2859-1:1999 + Cor. 1:2001 + Amd.1:2011); Text in German and English More |
| Document number DIN ISO 3534-1 | Edition 2009-10 | Title Statistics - Vocabulary and symbols - Part 1: General statistical terms and terms used in probability (ISO 3534-1:2006); Text in German and English More |
| Document number DIN ISO 3534-2 | Edition 2013-12 | Title Statistics - Vocabulary and symbols - Part 2: Applied statistics (ISO 3534-2:2006); Text in German and English More |
| Document number ISO 16269-4 | Edition 2010-10 | Title Statistical interpretation of data - Part 4: Detection and treatment of outliers More |
| Document number ISO 2854 | Edition 1976-02 | Title Statistical interpretation of data; Techniques of estimation and tests relating to means and variances More |
| Document number ISO 5479 | Edition 1997-05 | Title Statistical interpretation of data - Tests for departure from the normal distribution More |
