Sentence examples for both models are formulated from inspiring English sources

Both models are formulated as one-dimensional equations.

Both models are formulated as a multi-objective mixed-integer program and solved using the augmented ϵ-constraint method by CPLEX.

Both models are formulated and optimised as Mixed Integer Linear Programming problems whose sizes, unlike previous mathematical programming developments, remain very manageable even for large scale industrial problems.

Both models are formulated for an incompressible flow under the indifferent atmospheric stratification together with a simple algebraic turbulence model and a stationary boundary conditions.

In this paper, both forward and inverse kinematic models are formulated and it will be shown that both pattern I and II have analytical solutions for inverse kinematic problems.

Requirements for SEP flux models are formulated.

Based on the framework, the corresponding models are formulated.

Two mathematical models are formulated for MPGP and CLP respectively.

Two uncertainty back-propagation models are formulated and critically compared.

Models are formulated within an equation-oriented framework in GAMS.

Mathematical models are formulated for water network problem.