Sentence examples for ordered parametric from inspiring English sources

Further, x ∗ satisfies the generalized nonlinear ordered parametric equation g ( x ∗ = J M, λ ( g ( x ∗ . Then for the nonlinear parametric inclusion problems (1.1) there exists a solution x ∗ ∈ X for any parametric ρ ∈ Ω.

In Banach spaces, the author proved sensitivity analysis of the solution for a new class of general nonlinear ordered parametric variational inequalities to find x = x : Ω → X such that A ( g ( x, λ ), λ ) + f ( x, λ ) ≥ θ ( A ( x ), g ( x ) and F are single-valued mappings) in 2011 [24].

It follows from the condition (3.4) that 0 < h N < 1, and F ( x has a fixed point x ∗ ∈ X and the x ∗ is a solution of the generalized nonlinear ordered parametric equation x ∗ = x ∗ − g ( x ∗ + J M, λ ( g ( x ∗.

For Banach spaces, the author made a sensitivity analysis of the solution for a new class of general nonlinear ordered parametric variational inequalities, to find x = x : Ω → X such that A ( g ( x, λ ), λ ) + f ( x, λ ) ≥ θ ( A ( x ), g ( x ) and F are single-valued mappings) in 2012 [8].

Each GLM explored the first-order parametric modulation of the events of that type, for both Navigation and Control routes.

If derivatives up to order n are continuous, the segments or patches are said to meet with C^n, or nth order parametric continuity.

Mass change can be detected by measuring frequency shift at the boundary of the first order parametric resonance 'tongue'tongue

Prediction error identification using full order parametric models delivers an ellipsoidal region in which the true parameters lie with some prescribed probability level.

This paper addresses recurrent neural architectures based on bifurcating nodes that exhibit chaotic dynamics, with local dynamics defined by first order parametric recursions.

The optimization model is established based on functional analysis and dynamics planning, and instantiated by using high-order parametric space curves as position and orientation trajectories.

The derivation of formulae for second-order parametric sensitivity analysis of differential-algebraic equations is presented in this paper, using tensorial analusis.