A two-dimensional skier must slalom down a slope, by going through n parallel gates of known position
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A two-dimensional skier must slalom down a slope, by going through n parallel gates of known position (xi, yi), and of width 4, i = 1,...,n. The initial position (x0, y0) is given, as well as the final one, (xn+1, yn+1). Here, the r-axis represents the direction down the slope, from left to right
State the optimization problem in SOCP form that finds the path that minimizes the total length of the path (in terms of l2-norm).
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