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When the state and observation models are linear and Gaussian, filtering can be solved explicitly using the Kalman filter [18].
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Most boundary value problems stated for the planar Poisson equation in a rectangle for which series-only representations of solution were known, may thus be solved explicitly in closed-form using the method of images.
We consider separately the case of post-stack migration and show that the kinematic equations in this case can be solved explicitly by converting them to ordinary differential equations using the method of characteristics.
Most stochastic differential equations (SDEs) are nonlinear and cannot be solved explicitly, whence numerical solutions are required in practice.
Since a lumped mass matrix is used for the manifold element, the accelerations by the corresponding physical covers can be solved explicitly without forming a global stiffness matrix.
For piecewise constant magnetic fields, the Bloch equations (without relaxation terms) can be solved explicitly.
The resulting local nonlinear system in the Gauss Seidel iterations is a simple quadratic system and can be solved explicitly.
Moreover, it is shown that the resulting implicit equations can be solved explicitly in the case of constant transport properties.
The ion-neutral chemistry must be solved explicitly.
Since these equations usually cannot be solved explicitly, so it is required to obtain approximate solutions.
It is well known that the continuous system (1.3) cannot be solved explicitly.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com