Itakura-Saito Autoregressive Extrapolation of Price is an indicator that uses an autoregressive analysis to predict future prices. This is a linear technique that was originally derived or speech analysis algorithms. What is Itakura-Saito Autoregressive Analysis? The technique of linear prediction has been available for speech analysis since the late 1960s...

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This is an experimental signal providing script for scalper that uses 2 of open source indicators. First one provides the signals for us called Andean Oscillator by @alexgrover . We use it to create long signals when bull line crosses over signal line while being above the bear line. And reverse is true for shorts where bear line crosses over signal line...

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These channels are generated from the current values of the linear regression channel indicator, the standard deviation is calculated based off of the RSI . This indicator gives an idea of when the linear regression model predicts a change in direction. You are able to change the length of the linear regression model, as well as the size of the zone. A negative...

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This indicator fits a polynomial with a user set degree to the price using least squares and then extrapolates the result. Settings Length: Number of most recent price observations used to fit the model. Extrapolate: Extrapolation horizon Degree: Degree of the fitted polynomial Src: Input source Lock Fit: By default the fit and extrapolated result...

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The indicator calculates the distance between linear regression line and the data point (price) as a percentage , then calculates the standard deviation for the linear regression distance , then draw the channel of two lines depending on the values of standard deviation . ///////// How to use //////////////// 1 - for Best result , indicator should be used on 2H...

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█ OVERVIEW • Screens 36 Assets at Once • This Screener is Unique in that it turns my MarketVision series of Indicators Into a Complete Trading System • To help you Automatically find Possible Turning Points in the Market the Following MarketVision Parameters are Displayed o Linear Regression Direction and whether Price can be considered Over Bought / Sold...

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This Indicator Displays a Linear Regression Line along with its Standard Deviations of 2 3 and 4 Plus Fibonacci Lines Between The Upper and Lower 2 Standard Deviation Channel It is my No Frills attempt at the Linear Regression Channels I wanted to be able to display Channels for Standard Deviations of 2 right up to 4 which was a simple feature that I couldn't...

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EXPERIMENTAL: Auto adjusting regressive channel with projection. Linear regression is a linear approach to modeling the relationship between a dependent variable and one or more independent variables. In linear regression , the relationships are modeled using linear predictor functions whose unknown model parameters are estimated from the data. Disclaimer...

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Relative slope metric Description: I was in need to create a simple, naive and elegant metric that was able to tell how strong is the trend in a given rolling window. While abstaining from using more complicated and arguably more precise approaches, I’ve decided to use Linearly Weighted Linear Regression slope for this goal. Outright values are useful, but the...

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A mathematically elegant, native & modern way how to measure velocity/ strength/ momentum. As you can see it looks like MACD, but !suddenly! has N times shorter code (disregard the functions), and only 1 parameter instead of 3. OMG HOW DID HE DO IT?!? MACD: "Let's take one filter (1 parameter), than another filter (2 parameters), then let's take dem difference,...

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・Indicator for linear regression channel. ・Multiple deviations can be displayed. ・The color changes by reading the angle of the center line according to the direction of the market. Rising market → blue Down market → Red －－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－－ ・線形回帰チャネルのインジケーター。 ・偏差を複数表示可能。 ・相場の向きに合わせてセンターラインの角度を読み取り色が変わります。 上げ相場 → 青 下げ相場 → 赤

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Contents Overall Introduction Does it repaint? Features Settings menu parameters How to setup Limits Errors and Performance Examples Overall Introduction This indicator is the best tool for breakout traders. Drawing and evaluating the trend lines of multiple charts in different time frames is a very time-consuming and tedious task. In addition,...

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Hi fellow traders.. Happy to share a Linear Regression & RSI Multi-Function Custom Screener with Table-Labels... The Screener scans for Linear Regression 2-SD Breakouts and RSI OB/OS levels for the coded tickers and gives Summary alerts Uses Tables (dynamica resizing) for the scanner output instead of standard labels! This Screener cum indicator collection has...

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The NonLinear Filter was created by John Ehlers and this one of his more unknown filters that work very well as a trendline and moving average. This is one of my favorites along with the instantenous trendlines that he created. Buy when the line turns green and sell when it turns red. Let me know if there are any other indicators you would like to see me publish...

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This oscillator is based on RSI combined with linear regression. The calculation of RSI is based on the linear regression value, not on simple "src" as usual. Otherwise, everything remains as usual: overbought and oversold values (which are painted in green and red).

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There are many linear regression indicators out there, most of them draw lines or channels, but this one actually draws a chart.

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Hello Traders, There are several nice Linear Regression Channel scripts in the Public Library. and I tried to make one with some extra features too. This one can check if the Price breaks the channel and it shows where is was broken. Also it checks the momentum of the channel and shows it's increasing/decreasing/equal in a label, shape of the label also...

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A Linear Regression Channel gives more objective potential buy and sell signals based on price volatility. It consists of three parts: Linear Regression Line: A Linear Regression Line is a straight line that best fits the prices between a starting price point and an ending price point. A "best fit" means that a line is constructed where there is the least...

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