Under certain conditions, solutions of the boundary value problem y (n) = f (x,y, y ,. .. , y (n−1)), y (i−1) (x 1) = y i for 1 ≤ i ≤ n−1, and y(x 2)− m i=1 r i y(η i) = y n , are differentiated with respect to boundary conditions, where a < x
Abstract:We consider special cases of a modified version of the Tower of Hanoi puzzle and demonstrate how to find upper bounds on the minimum number of moves that it takes to complete these cases.
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