Courses Infomation
Geometry of Markets II by Bruce Gilmore
Geometry of Markets II by Bruce Gilmore
Forex Trading – Foreign Exchange Course
You want to learn about Forex?
Foreign exchange, or forex, is the conversion of one country’s currency into another.
In a free economy, a country’s currency is valued according to the laws of supply and demand.
In other words, a currency’s value can be pegged to another country’s currency, such as the U.S. dollar, or even to a basket of currencies.
A country’s currency value may also be set by the country’s government.
However, most countries float their currencies freely against those of other countries, which keeps them in constant fluctuation.
This text is a guide. It has been written to show both the novice and the peo technical analyst how to apply geometric principles to trading stocks , futures and option markets.
We first began publishing trading books in 1986 with the release of Geometry of Markets – an exposé on the methodologies followed by the Gann and Elliott Wave fraternity.
In 1992 we released Geometry of Markets II – a more definitive approach to end-of-day trading which was the norm back in those days.
Review
This was my first book about Geometry of Markets. And a good first one indeed it is!
You’ll find here some of the basic stuff that you should learn about arithmetic, geometric and harmonic ratios. Although the book is centered on Gilmore’s own dated DOS software, you can still get away with something useful that you can apply to your first studies of the markets using this kind of principles. Won’t make you a better trader, but will probably sparkle some new insights about the way the markets move – hence the 4 stars.
One of the best examples on mirroring techniques i have ever seen on a book.
Not pure Gann stuff applied, but the principles are valid for some further studying… recommended!
The book is 355 pages in length and has many charting examples. It is in spiral-bound format, as you can tell by the pictures.
Salepage : Geometry of Markets II by Bruce Gilmore
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