Ray Dalio's concept of the Holy Grail in the investment market.
The importance of understanding the standard deviation of risk in investment.
The relationship between asset allocation and risk in an investment portfolio.
💼 Asset allocation involves considering the correlations between different assets and their impact on portfolio outcomes.
💸 Expected returns and risk are key factors in investment portfolio decisions.
📊 Increasing the number of assets in a portfolio can lower the risk if their correlations are lower.
📊 Diversifying an investment portfolio with multiple assets can reduce risk, as different assets complement each other and their profits add up.
💰 By adding more assets to an investment portfolio while maintaining a target expected return, the relative risk (standard deviation) can decrease.
🔁 Continuously adding more assets to an investment portfolio can significantly reduce the risk standard deviation, but high correlation between assets can limit further reduction.
In order to increase return on investment while minimizing risk, it is important to focus on the return to risk ratio.
By diversifying the investment portfolio with low or no correlation assets, the overall risk can be reduced.
The goal is to lower the risk in the market while still achieving an average annual return of 10%.
📈 The video discusses the concept of return-risk ratio in investment portfolios.
💼 One way to optimize the return-risk ratio is by reducing market risk and increasing leverage.
📊 Increasing the number of assets in a portfolio may improve the return-risk ratio up to a certain point.
📈 RayDalio believes that diversifying a portfolio beyond 20 assets does not provide significant benefits.
💰 Increasing asset allocation beyond a certain point may not effectively improve risk-return ratio and can decrease capital utilization.
📉 When the risk-return ratio reaches 1.25, the probability of annual losses is about 11%, indicating potential profitability for 9 out of 10 years.
📊 Your trading may experience periods of losing money, with approximately 3 years of losses in a 10-year timeframe.
⬆️ By increasing your risk-to-reward ratio, you can reduce the length of time with potential losses and minimize your stagnation period.
💼 A higher risk-to-reward ratio leads to lower risk, shorter stagnation periods, and increased stability in portfolio performance.
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