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图形分析
   
基本形态
支持与阻力线
趋势线
趋势轨道
   
   
持续形态
三角形
楔形
   
转势形态
双顶 / M
双底 / W
头肩形
圆顶
圆底
   
主要趋势指标
移动平均线
综合 ma 应用法
博灵哲儿频带
   
   
辅助趋势指标
成交量 ( VOLUME )
指数平滑移动平均
 数异同  (maCD)
相对强弱 ( RSI )
 随机指数 ( STC )
动量指标 ( MOM )
净值成交量 ( OBV )
趋向指标 (DMI)
   

Introduction

Moving averages are one of the most popular and easy to use tools available to the technical analyst. By using an average of prices, moving averages smooth a data series and make it easier to spot trends. This can be especially helpful in volatile markets.

In the first part of this series on moving averages, we will examine the differences between the two most popular moving averages: the simple moving average and the exponential moving average. In part two, we will look at how moving averages can be used as tools of technical analysis.

Simple Moving Average (Sma)

A simple moving average is formed by finding the average price of a security over a set number of periods. Most often, the closing price is used to compute the moving average. For example: a 5-day moving average would be calculated by adding the closing prices for the last 5 days and dividing the total by 5.

A moving average moves because as the newest period is added, the oldest period is dropped. If the next closing price in the average is 15, then this new period would be added and the oldest day, which is 10, would be dropped. The new 5-day moving average would be calculated as follows:

Over the last 2 days, the moving average moved from 12 to 13. As new days are added, the old days will be subtracted and the moving average will continue to move over time.

In the example above, using closing prices from Eastman Kodak (EK), day 10 is the first day possible to calculate a 10-day moving average. As the calculation continues, the newest day is added and the oldest day is subtracted. The 10-day moving average for day 11 is calculated by adding the prices of day 2 through day 11 and dividing by 10. The averaging process then moves on to the next day where the 10-day moving average for day 12 is calculated by adding the prices of day 3 through day 12 and dividing by 10.

The chart above is a plot that contains the data sequence in the table. The moving average begins on day 10 and continues.

This simple illustration highlights the fact that moving averages are lagging indicators and will always be behind the price. The price of EK is trending down, but the moving average, which is based on the previous 10 days of data, remains above the price. If the price were rising, the moving average most likely be below. Because moving averages are lagging indicators, they fit in the category of trend following. When prices are trending, moving averages work well. However, when prices are not trending, moving averages do not work.

 

 

       

 

 

 
 

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