weighted average inventory method - significado y definición. Qué es weighted average inventory method
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Qué (quién) es weighted average inventory method - definición

Price-weighted average; Price-weighted

Weighted-average life         
WEIGHTED AVERAGE OF THE TIMES OF THE PRINCIPAL REPAYMENTS; THE AVERAGE TIME UNTIL A DOLLAR OF PRINCIPAL IS REPAID
Weighted-Average Life; Weighted average life; Weighted Average Life
In finance, the weighted-average life (WAL) of an amortizing loan or amortizing bond, also called average life,PIMCO glossaryBloomberg Glossary is the weighted average of the times of the principal repayments: it's the average time until a dollar of principal is repaid.
Method of mean weighted residuals         
MEAN WEIGHTED RESIDUALS
Methods of Mean Weighted Residuals; Methods of mean weighted residuals
In applied mathematics, methods of mean weighted residuals (MWR) are methods for solving differential equations. The solutions of these differential equations are assumed to be well approximated by a finite sum of test functions \phi_i.
Moving average         
TYPE OF STATISTICAL MEASURE OVER SUBSETS OF A DATASET
Rolling average; Exponential Moving Average; Weighted moving average; Simple moving average; EWMA; Exponentially weighted moving average; Exponential moving average; Moving average (finance); Running average; Moving average (technical analysis); Exponential average; Moving Annual Total; Smavg; Moving annual total; Moving mean; Rolling mean; Temporal average; Temporal averaging; Time average; Time averaging; Weighted rolling average; Moving Average; 7-day rolling average
In statistics, a moving average (rolling average or running average) is a calculation to analyze data points by creating a series of averages of different subsets of the full data set. It is also called a moving mean (MM)Hydrologic Variability of the Cosumnes River Floodplain (Booth et al.

Wikipedia

Price-weighted index

A price-weighted index is a stock market index where each constituent makes up a fraction of the index that is proportional to its component, the value would be:

Adjustment Factor = Index specific constant "Z" / (Number of shares of the stock * Adjusted stock market value before rebalancing)

A stock trading at $100 will thus be making up 10 times more of the total index compared to a stock trading at $10.

The Dow Jones Industrial Average and Nikkei 225 are examples of price-weighted stock market indexes.