Barbara is only six years older than I, but in terms of the influence she’s had on my life she might as well have been my mother. She was an honors student in high school and studied Spanish for five years. As a thirteen year old, I often went with her to a special program run by our church that helped Hispanic immigrants learn to speak English. I watched Barbara take a deep interest in the lives of many of the people there. Sometimes she would bring me home, only to go back and spend additional hours helping old and young alike with their personal problems. By example, Barbara taught me not only the value of helping others, but the importance of loyalty and commitment.
RSI is a versatile momentum oscillator that has stood the test of time. Despite changes in volatility and the markets over the years, RSI remains as relevant now as it was in Wilder's days. While Wilder's original interpretations are useful to understanding the indicator, the work of Brown and Cardwell takes RSI interpretation to a new level. Adjusting to this level takes some rethinking on the part of the traditionally schooled chartists. Wilder considers overbought conditions ripe for a reversal, but overbought can also be a sign of strength. Bearish divergences still produce some good sell signals, but chartists must be careful in strong trends when bearish divergences are actually normal. Even though the concept of positive and negative reversals may seem to undermine Wilder's interpretation, the logic makes sense and Wilder would hardly dismiss the value of putting more emphasis on price action. Positive and negative reversals put price action of the underlying security first and the indicator second, which is the way it should be. Bearish and bullish divergences place the indicator first and price action second. By putting more emphasis on price action, the concept of positive and negative reversals challenges our thinking towards momentum oscillators.
Far from being simply of theoretical interest, relativitistic effects are important practical engineering concerns. Satellite-based measurement needs to take into account relativistic effects, as each satellite is in motion relative to an Earth-bound user and is thus in a different frame of reference under the theory of relativity. Global positioning systems such as GPS , GLONASS , and the forthcoming Galileo , must account for all of the relativistic effects, such as the consequences of Earth's gravitational field, in order to work with precision.  This is also the case in the high-precision measurement of time.  Instruments ranging from electron microscopes to particle accelerators would not work if relativistic considerations were omitted.