Exact(1)
Let Θ : C → H be a nonlinear monotone mapping.
Similar(7)
"It has to be a nonlinear story".
Let be a reflexive Banach space with the dual space, let be a nonlinear operator, and let be a general -monotone operator.
In this paper we study an optimal control problem for a nonlinear monotone Dirichlet problem where the control is taken as L ∞ -coefficient of Δ p -Laplacian.
We consider the drift term to be a monotone nonlinear operator and the noise term to be a Wiener process and provide a sufficient condition for stability of mild solutions in (L^{p}) in Theorem 13.
The dynamical configuration is a nonlinear saddle.
Results show that the SSD depth is nonlinear monotone increasing with SR and the fitting accuracy is more or less affected by both grinding and vibration parameters.
where A is a maximal monotone operator is of great interest in nonlinear operator theory.
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