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There are really no practical problems that can be solved analytically using Fresnel diffraction.
which can be solved analytically using Fourier transforms.
This equation can be solved analytically using the methods described in[5, 6].
A number of simplifications and assumptions were made reducing the problem to a single stationary advection-diffusion equation which we then showed could be solved analytically using Laplace transforms and convolution.
Fortunately this problem is simple enough to be solved analytically using Pontryagin's necessary conditions [56].
For certain categories of cost functions, the problem can be solved analytically, using variational calculus.
Similar(50)
The problem is solved analytically using dynamic programming techniques.
The model equations are solved analytically using finite Fourier transforms.
Two-dimensional Poisson equation is solved analytically using series method and channel potential is obtained.
The vibration problem is solved analytically using the Lindstedt Poincare perturbation technique.
The coupled nonlinear differential equations are solved analytically using a perturbation technique.
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