OPEN-SOURCE SCRIPT

Dema Percentile Standard Deviation

Dema Percentile Standard Deviation

The Dema Percentile Standard Deviation indicator is a robust tool designed to identify and follow trends in financial markets.

How it works?
This code is straightforward and simple:
  1. The price is smoothed using a DEMA (Double Exponential Moving Average).
  2. Percentiles are then calculated on that DEMA.
  3. When the closing price is below the lower percentile, it signals a potential short.
  4. When the closing price is above the upper percentile and the Standard Deviation of the lower percentile, it signals a potential long.


Settings
  • Dema/Percentile/SD/EMA Length's: Defines the period over which calculations are made.
  • Dema Source: The source of the price data used in calculations.
  • Percentiles: Selects the type of percentile used in calculations (options include 60/40, 60/45, 55/40, 55/45). In these settings, 60 and 55 determine percentile for long signals, while 45 and 40 determine percentile for short signals.


Features
Fully Customizable
  • Fully Customizable: Customize colors to display for long/short signals.
  • Display Options: Choose to show long/short signals as a background color, as a line on price action, or as trend momentum in a separate window.
  • EMA for Confluence: An EMA can be used for early entries/exits for added signal confirmation, but it may introduce noise—use with caution!
  • Built-in Alerts.


Indicator on Diffrent Assets
INDEX:BTCUSD 1D Chart (6 high 56 27 60/45 14)
snapshot

CRYPTO:SOLUSD 1D Chart (24 open 31 20 60/40 14)
snapshot

CRYPTO:RUNEUSD 1D Chart (10 close 56 14 60/40 14)
snapshot

Remember no indicator would on all assets with default setting so FAFO with setting to get your desired signal.

Double Exponential Moving Average (DEMA)percentilesstandarddevationStandard DeviationStandard Deviation (Volatility)trendanalyseTrend Analysistrenddetection

Open-source script

In true TradingView spirit, the author of this script has published it open-source, so traders can understand and verify it. Cheers to the author! You may use it for free, but reuse of this code in publication is governed by House rules. You can favorite it to use it on a chart.

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Disclaimer