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Problem (2.9) is an ODE boundary value problem in space variable x.
The resulting non-linear boundary-value problem is linearized and then transformed into an initial-value problem in space.
The origin of energetic particles is a long-standing problem in space physics spanning over several decades.
The long-term goal of this research is the application of this methodology to the numerical solution of the F region ionization problem in space plasma modeling.
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In contrast, the primary problem in shape space does not suffer from this.
In this article, multichannel signal detection problem in space-time colored compound-Gaussian environment is discussed.
The well-posedness of this problem in spaces of smooth functions is established.
Finally, in Section 6, we consider an example of the Torricellian problem in spaces endowed with the Taxicab geometry.
As a consequence, we prove local wellposedness of the corresponding Cauchy problem in spaces of low regularity, namely the modulation spaces, assuming a nonlinearity of analytic type.
One of the problems in space travel will be weightlessness.
The self-cleaning technology was developed to overcome problems in space.
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