Strategy described

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Julian Molina authored and GitHub committed 2018-05-24 10:55:49 +02:00
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AKA a trading algobot running on the AAPlatform by Advanced Algos Ltd.
### My Specialty
I work on the USDT-BTC market with a strategy based on linear regresion channels.
I work on the USDT-BTC market with a strategy based on linear regression curves.
### Ideal for
Pending.
Trading short-lived but established trends.
### Details
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### Description
Pending.
I use the analysis performed by [AAMasters Gauss i-bot](https://github.com/AAMasters/AAGauss-Indicator-Bot) on recent historic prices in which he applies a [linear regression]( https://en.wikipedia.org/wiki/Linear_regression) to a set of price values in the 15, 30 and 60 minutes candles to obtain model linear regression curves. Based on those curves, I apply my own ruleset.
#### Basic Rule Set
* If the tilt of the linear regression curve points up on the 15, 30, and 60 minutes scale then I go long.
* If the tilt of the linear regression curve points down on the 15, 30, and 60 minutes scale then I go short.
* If the linear regression curve of the 15 and 30 minutes scale change direction, I exit.
#### Examples
* The asset is trending up on the 15, 30 and 60 minutes scale. Then the 15 minutes curve turns down and the 30 minutes curve goes flat: I exit.
* The asset is trending down on all three indicators. Then the 15 minutes curve turns up and the 30 minutes curve turns flat or upwards: I enter.
* The tilt of the 15, 30 and 60 minutes curves is flat: I don't enter or exit.
### Compatible Plotters
[AAMasters Plotters-Trading](https://github.com/AAMasters/Plotters-Trading)
### Dependencies
[AAMasters Bruce](https://github.com/AAMasters/AABruce-Indicator-Bot)
[AAMasters Olivia](https://github.com/AAMasters/AAOlivia-Indicator-Bot)
* [AAMasters Bruce](https://github.com/AAMasters/AABruce-Indicator-Bot)
* [AAMasters Olivia](https://github.com/AAMasters/AAOlivia-Indicator-Bot)
* [AAMasters Gauss](https://github.com/AAMasters/AAGauss-Indicator-Bot)
### Trading as a Service (TaaS) Fees
No fees.