Не указан (не применимо к документу) — AMCP 706-200: Математическое приложение и глоссарий - Руководство по надежности

Downloaded from https://www.everyspec.com AMCP 706.2% Paragraph J Page TABLE OF;CONTENTS (Cont'd) CHAPTER 5. GAUSSIAN (s-NORMAL) DISTRIBUTION' 5-0 List of Symbols ........................... 5-I 5-1 Introduction ............................ 5-2 5-2 Formulas ......... ......................... 5-2 5-3 Tables and Curves ........................... 5-2 5-4 Parameter Estimation, Uncensored Samples ........ 5-13 5-5 Examples .................................... 5- 13 5-6 Parameter Estimation, Censored Samples ......... 5-14 References ................................. 5-15 CHAPTER 6. PROBABILITY DISTRIBUTIONS DERIVED FROM THE GAUSSIAN DISTRIBUTION 6-0 List of Symbols ...........................

6-1 6-1 Tntroduction ............................... 6-2 6-2 Chi-square (x 2 ) Distribution .................. 6-2 6-2.1 Formulas ............................... 6-2 6-2.2 Tables ................................... 6-3 6-3 Chi-squarefnu (xe /v) Distribution ............... 6-3 6-3.1 Formulas ................................. 6-3 6-3.2 Tables ................................ 6-7 6-4 Student's t-Distribution ....................... 6-7 6-4.1 Formulas ............................... 6-7 6-4.2 Tables ................................. 6-7 6-5 Fisher-Snedecor F Distribotion ................ 6-12 6-5.1 Formulas ......... /....................... 6-12 6-5.2 Tables ........ ..........................

6-13 Refetences ................................. 6-22 CHAPTER 7 'EXPONENTIAL DISTRIBUTION 7-0 List of Symbols ............................. 7-1 7-1 Introduction ............................... 7-1 7-2 Foimulas ................................... 7-I 7-3 Tables ............................ ........ 7-2 7-4 Paameter Estimation ....................... 7-2 References .............................. 7-8 CHAPTER 8. WEIBULL DISTRIBUTION 8-0 List of Symbols ........................... 8-1 8-1 Introduction ............................... 8-1 ( i . ....... . . . ...... . .. ' , . ? " : ,