Saturday, November 14, 2009

The Heikin-Ashi Trading Technique

by Dan Valcu

Enter and stay on the right side of the trend -- or when in doubt, stay out -- with this Japanese charting technique.

Since the introduction of the candlestick method to the US some two decades ago, it caused a revolution in perceiving how the bullish and bearish forces perform in the Western markets. It has become a popular charting tool, as traders have used candlesticks to make chart formations easier to spot and name. But interpreting candlesticks can be challenging. To make things easier, the heikin-ashi technique modifies the traditional candlestick chart. Let's take a look at how it works.

BALANCING ON ONE FOOT

The heikin-ashi method (heikin means "average" or "balance" in Japanese, while ashi means "foot" or "bar") is a visual technique that eliminates irregularities from a normal chart, offering a better picture of trends and consolidations. Just by looking at a candlestick chart created with this method, you get a good idea of the market's status and its strength.

CALCULATION

The heikin-ashi candlestick technique uses modified open-high-low-close (OHLC) values and displays them as candlesticks. The modified values are computed using these definitions:

# haClose = (O+H+L+C)/4
# haOpen = (haOpen (previous bar) + haClose (previous bar))/2
# haHigh = Maximum(H, haOpen, haClose)
# haLow = Minimum(L, haOpen, haClose)

The "open," "high," "low," and "close" referred to are of the current bar. The prefix ha- indicates the corresponding heikin-ashi modified values. I have used daily data throughout this article, so one bar represents one trading day. Depending on the trading time frame, you may employ other data, such as intraday, weekly, or monthly.

The value haOpen is always set to the midpoint of the body of the previous bar, while haClose is computed as the average price of the current bar. The modified high, haHigh, is chosen as the highest value of the set {real high (H), modified open (haOpen), and modified close (haClose)}. The same logic applies to the definition of the modified low: It is the lowest value in the set {real low (L), modified open (haOpen), and modified close (haClose)}.

...Continued in the February issue of Technical Analysis of STOCKS & COMMODITIES

Excerpted from an article originally published in the February 2004 issue of Technical Analysis of STOCKS & COMMODITIES magazine. All rights reserved. © Copyright 2004, Technical Analysis, Inc.





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