The phrase "auxiliary projection" is correct and usable in written English.
It can be used in contexts related to geometry, graphics, or any field that involves visual representation or mapping of objects.
Example: "In our design, we utilized an auxiliary projection to provide a clearer view of the three-dimensional object."
Alternatives: "supplementary projection" or "additional projection".
These rules are presented in terms of first and third angle orthographic projections, sections and cutting planes, auxiliary projections, as well as trimetric, dimetric, isometric, and oblique projections.
The auxiliary projections are motivated by physical field-line bending, and coercive responses to the projections are added to the flow-velocity equation.
An auxiliary variable projection method is applied to this formulation, and accuracy is achieved by combining a fourth-order finite-volume spatial discretization with a fourth-order temporal scheme based on spectral deferred corrections.
Auxiliary numerical projections of the divergence of flow velocity and vorticity parallel to magnetic field are developed and tested for the purpose of suppressing unphysical interchange instability in magnetohydrodynamic simulations.
Summarizing the above algorithms, we know that these papers have mainly used the auxiliary principle, the projection technique and iterative schemes of fixed points.
(2) The conception of the cocoercivity is applied in several directions, especially for solving variational inequality problems by using the auxiliary problem principle and projection methods [24].
Here, we add the constraint w → = ∇ ϕ in energy functional through augmented Lagrangian method and let the constraint |∇ϕ| = 1 as a simple projection of auxiliary variable w →.
The notion of the cocoercivity is applied in several directions, especially for solving variational inequality problems using the auxiliary problem principle and projection methods [4].
The conception of the cocoercivity is applied in several directions, especially for solving variational inequality problems by using the auxiliary problem principle and projection methods [24].
The notion of the cocoercivity is applied in several directions, especially to solving variational inequality problems using the auxiliary problem principle and projection methods [5], while the notion of the relaxed cocoercivity is more general than the strong monotonicity as well as cocoercivity.
