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Both RT and imaging correlates of risk could, in principle, be explained by nonlinear value encoding rather than risk encoding per se.
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A nonlinear boundary value problem is studied as an example.
Nonlinear boundary value problems may have solutions without uniqueness.
Consider the infinite interval nonlinear boundary value problem.
Quasilinearization is used to solve the nonlinear boundary value problems.
Consider the following nonlinear boundary value problem for a nonlinear differential equation with 'maxima': (26) (26).
Nonlocal nonlinear boundary value problems of fractional order have been extensively investigated in recent years.
The obtained results are related to the considered nonlinear boundary value problems of ordinary differential equations.
Let us consider the following nonlinear boundary value problem (NBVP): (2.2).
Two point nonlinear boundary value conditions have been treated in [53].
which is equivalent to the weak formulation of the nonlinear boundary value problem (1.7).
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