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Solving a quadratically constrained problem Description Define the well-known Rosenbrock function and minimize it. Further explanation of this example: 'Xpress Python Reference Manual'
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rosenbrock.py # Define the well-known Rosenbrock function and minimize it # # (C) Fair Isaac Corp., 1983-2024 import xpress as xp p = xp.problem() x = p.addVariable(lb=-xp.infinity) y = p.addVariable(lb=-xp.infinity) # parameters of the Rosenbrock function a = 1 b = 100 p.setObjective((a - x)**2 + b * (y - x**2)**2) # Solve this problem with a local nonlinear solver. p.controls.nlpsolver = 1 p.optimize() print('solution: ', p.getSolution(), '; value: ', p.attributes.objval) | |||||||||||
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