This article analyzes approaches to using statistical methods in the analysis of experimental measurement results, including the identification, assessment, and elimination of errors. It covers the concepts of systematic and random errors, their sources, and their distribution functions, as well as the evaluation of results based on mathematical expectation, variance, and confidence intervals. Additionally, practical methods such as Student's t-distribution for small sample measurements and criteria for identifying gross errors are examined.
| Mualliflar | Ismoilov , Muxriddin, Rakhimov , Anvarjon, Asatov , Shavkat, Norbayeva, Malikakhon |
|---|---|
| Jurnal | Techscience.uz - техника фанлари долзарб масалалри |
| Nashr sanasi | 2026-03-25 |
| Jild | 4 |
| Son | 3 |
| Betlar | 76-82 |
| Til | O‘zbek |
| DOI | 10.47390/ts-v4i3y2026n10 |
DOI: 10.47390/ts-v4i3y2026n10 · Maqolaning asl sahifasi
experimental measurement, statistical analysis, systematic error, random error, distribution function, mathematical expectation, variance, confidence intervals, Student's t-distribution, gross error, eksperimental o‘lchash, statistik tahlil, tizimli xatolik, tasodifiy xatolik, taqsimot funksiyasi, matematik kutish, dispersiya, ishonch oraliqlari, Styudent taqsimoti, qo‘pol xato
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