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First, a multi-dimensional dynamic programming (DP) model is formulated for a multi-reservoir system.
A two-component differential equation model is formulated for a host parasitoid interaction.
The compositional profiles were analyzed with a diffusion model formulated for a polydisperse system.
In this paper, a tracking controller is formulated for a quadrotor to track a moving ground target.
A detailed form of the objective function has been formulated for a solar collector producing hot water for household needs.
This method is formulated for a general three-dimensional continuum, and a numerical implementation for rod structures is presented.
An analytical model is formulated for a free-standing HB simple straight wall based on rigid-body rotation.
Nonlinear equations of motion are formulated for a hanging cable with a small sag-to-span ratio.
Kinematic equations of the proposed leg mechanism are formulated for a computer oriented simulation of operation overcoming obstacles.
This approach is formulated for a general regression model and, then is explored through several regression models.
Based on this result, the Finite Inclusions Theorem is also formulated for a union of disjoint convex stability regions.
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