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Showing 1 to 2 of 2 for “"higher-order PDEs"”.
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A factorization approach for solving the Hamilton-Jacobi equations in nonlinear optimal control
… second approach involves converting the first-order HJ partial differential equation (PDE) to a second-order PDE. Then using a suitable parameterization, this second-order PDE is converted to a coupled system of higher-order nonlinear PDEs which can be solved using some available SYMBOLIC …
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New PDE models for imaging problems and applications
… methods and Partial Differential Equations (PDEs) have been extensively employed for the mathematical formulation of a myriad of problems describing physical phenomena such as heat propagation, thermodynamic transformations and many more. In imaging, PDEs following variational principles are …