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The (1+1)-Nonlinear Universe of the Parabolic Map and Combinatorics Year Published 2016 Singapore Literature Prize-winning author of
The (1+1)-Nonlinear Universe of the Parabolic Map and Combinatorics Year Published 2016 Singapore Literature Prize-winning author of
The (1+1)-Nonlinear Universe of the Parabolic Map and Combinatorics Year Published 2016 Singapore Literature Prize-winning author of
The (1+1)-Nonlinear Universe of the Parabolic Map and Combinatorics Year Published 2016 Singapore Literature Prize-winning author of

The (1+1)-Nonlinear Universe of the Parabolic Map and Combinatorics Year Published 2016 Singapore Literature Prize-winning author of

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The (1+1)-Nonlinear Universe of the Parabolic Map and Combinatorics Year Published 2016 Singapore Literature Prize-winning author ofThis monograph develops chaos theory from properties of the graphs inverse to the parabolic map of the interval [0, 2], where the height at the midpoint x = 1 may be viewed as a time like parameter, which together with the x coordinate, provide the two parameters that uniquely characterize the parabola, and which are used throughout the monograph. There is only one basic mathematical operation used: function composition. The functions studied are the

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Singapore Literature Prize-winning author of Unmarked Treasure

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The (1+1)-Nonlinear Universe of the Parabolic Map and Combinatorics Year Published 2016 Singapore Literature Prize-winning author ofThis monograph develops chaos theory from properties of the graphs inverse to the parabolic map of the interval [0, 2], where the height at the midpoint x = 1 may be viewed as a time like parameter, which together with the x coordinate, provide the two parameters that uniquely characterize the parabola, and which are used throughout the monograph. There is only one basic mathematical operation used: function composition. The functions studied are the

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