In this thesis, we proposed an innovative avenue based on industrial engineering tools, in order to predict the stock market movement: The Six-Sigma methodology. The objective of this thesis will be to verify its validity in order to maximise short term yields (1 week, 2 weeks and 1 month). Variation patterns of this methodology have been tested on various Exchange-Traded funds, but more specifically on SPY, which is correlated with the S&P500 index. After rigorous analysis and with the use of Z and Student tests, we concluded that two patterns offer a yield that is statistically more significant than the 1 month expected average yield (with a confidence intervalle of 97,5%). It would be beneficial for an investor to buy SPY when one of the two following patterns occur, pattern 1: Nine consecutive closing prices are below the 20-day simple moving average and/or, pattern 2, when six consecutive closing prices are in a downward trend. Both variation patterns were then used on 9 other asset classes. For the nine values below the moving average, the yield was significantly higher than the control yield for GLD, XLE and EEM for a confidence intervalle of 75%, XIU and TLT with 90% and finally, QQQ and DIA with 97,5%. As for the six values in the downward trend, yield was significantly above the control for IWM, FXE and XLE with a confidence intervalle of 75%, TLT for 90% and DIA for 95%. On of the most important highlights on technical analysis is that results are based on probabilities. Using those two Six-Sigma patterns would represent an asset of great value for the investor as a decision-making tool. Nevertheless, the investor will understand that the technical analysis methodology and by respect, its results are subject to probability and statistics and that potential gains are not a guaranteed result.
| Date | 18 Oct 2017 |
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| Original language | French |
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| Awarding Institution | - École de technologie supérieure
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| Supervisor | Edmond T. Miresco (Supervisor) |
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Picard, F. (Author),
Miresco (Supervisor),
18 Oct 2017Student thesis: Master's thesis › Master in Engineering: Engineering