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2023年8月23日晚上6點57分

Value at Risk (VAR) 

Bitcoin / TetherUS PERPETUAL CONTRACTBinance

描述

Value at Risk (VAR) is a measure of risk metric in finance used to quantify the potential loss in the value of a portfolio of assets or a single investment in a specific time horizon, given a certain level of confidence.

For instance, lets say there is a VAR of $1000000 at the 95% confidence level in a daily time horizon period, that means that there is a 5% chance that the portfolio will decrease by more than a million within a single day.

Indicator Overview
This indicator calculates the Value at Risk (VAR) using the Variance - Covariance method. On the settings of the indicator you can also determine what significance level you want for the indicator.
Confidence level = 1 - α
α is the significance level.
Basically a 5% significance level will have a 95% Confidence level.

There is also a information tab that displays the Value at Risk (VAR), the Confidence level of the significant level you selected, and an Estimated Range. This is just an estimated range because this is based on returns which follow a normal distributions, unlike price which follows a log normal distribution. So this range will only be obeyed here and then.

Calculation method: Variance - Covariance Method
This method involves the expected return and the standard deviation (volatility). It is based on the assumption that returns follow a normal distribution. For more information on this calculation check this link out.
https://www.investopedia.com/articles/04/092904.asp

Applications:
  • If the calculated Value at Risk (VAR) is high then, that means the risk is high and if the trader has a low risk tolerance then the trader might want to reconsider the trade.
  • The indicator also lets you see what the potential losses (Long and Short) of the asset can be with the confidence level of your choice.


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Description Update
評論
sales.impactsoft
can I know to read the indicator, if the candle bar is longer that it means big reading in var and in bigger risk position
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