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There are also some studies on existence results for steady compressible full Navier-Stokes equations, refer to [14 16] and references therein.
For more details of the basic theory of fractional differential equations, refer to [1 6] and the references therein.
On extinctions of solutions to the p-Laplacian equation or the doubly degenerate equations, refer to [15, 16] and the references therein.
The two best equations (refer to Eq. (3)) are also shown within the diagrams.
For an introduction to the theory of impulsive differential equations, refer to [1].
For further details on the formulation of these equations, refer to [8].
Similar(46)
The three equations referred to above are stated in this section, and other mathematical considerations are also included.
Both governing equations, referred to commonly as the ballistic-diffusive equations (BDE), are solved using the unstructured finite-volume procedure.
those that use MC techniques to solve stochastic dynamical equations referring to a physical system) are in fact simulations of the systems they study.
The main result is a linear system of partial differential equations (referred to as the structure equations) that describe the result of signal processing in the cochlea.
The sample paths are described by stochastic ordinary differential equations, referred to as Langevin equations.
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