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ChainLink Outshines With 203% Returns In One Month

by Coinscious Lab

Overview

Analysis

Figure 1. Plot of mean daily return against historical daily volatility for individual cryptocurrencies from June 8, 2019 to July 7, 2019. Higher returns at a given level of risk, measured through historical daily volatility, indicates a better investment.
Figure 2a. Mean daily returns, historical daily volatility, total returns, and ex-post Sharpe ratio for each of the five cryptocurrencies with the highest total returns from June 8, 2019 to July 7, 2019. More positive Sharpe ratios are more desirable. The Sharpe ratio is calculated with the 10 year US Treasury bill rate as the annual risk-free rate.
Figure 2b. Mean daily returns, historical daily volatility, total returns, and ex-post Sharpe ratio for each of the five cryptocurrencies with the lowest total returns from June 8, 2019 to July 7, 2019 More positive Sharpe ratios are more desirable. The Sharpe ratio is calculated with the 10 year US Treasury bill rate as the annual risk-free rate.
  • Simple moving averages (SMA) with periods of 50, 100, and 200 days
  • Relative strength index (RSI) with a period of 14 days
  • Moving average convergence divergence (MACD) with a fast EMA period of 12 days, slow EMA period of 26 days, and a signal period of 9 days
Figure 3a. Price of Bitcoin (BTC) in USD at Bitstamp from June 8, 2019 to July 7, 2019.
Figure 3b. Price of Ether (ETH) in USD at Bitstamp from June 8, 2019 to July 7, 2019.
Figure 3c. Price of XRP (XRP) at Bitstamp in USD from June 8, 2019 to July 7, 2019.

Appendix A: Cryptocurrencies

Appendix B: Methodology

Appendix C: Terminology

  • Volatility: A measure of the dispersion in the trading price of an instrument over a certain period of time, defined as the standard deviation of an instrument’s returns.
  • Sharpe ratio: A risk adjusted measure of return that describes the reward per unit of risk. The reward is the average excess returns of an investment against a benchmark or risk-free rate of return, and the risk is the standard deviation of the excess returns. A higher Sharpe ratio is better. Ex-ante Sharpe ratio is calculated with expected returns whereas ex-post Sharpe ratio is calculated with realized historical returns.

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Appendix D: Resources

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