Д. Средние характеристики ряда динамики
|
Средний уровень интервального ряда
|
![](data:image/png;base64,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)
| по формуле простого среднего арифметического
|
Средний уровень
моментного ряда
(с равностоящими уровнями)
|
![](data:image/png;base64,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)
| по формуле среднего хронологического, где (Y0+Y1)/2 – средний уровень за период между моментами t0 и t1;
(Y1+Y2)/2 – средний уровень за период между моментами t1 и t2 и т.д.
|
Средний уровень
моментного ряда
(с неравностоящими уровнями)
|
![](data:image/png;base64,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)
| по формуле среднего хронологического взвешенного
Тi– вес равный продолжительности промежутков времени между моментами iи (i+1)
|
Средний
абсолютный прирост
|
![](data:image/png;base64,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)
| по формуле простой средней арифметической из показателей абсолютных цепных приростов
|