Sentence examples for known formulation from inspiring English sources
A well known formulation of this problem is the mixed integer linear program.
In the present paper, we present efficient Benders decomposition algorithms based on a well known formulation to tackle the UMAHLP.
Through computational experiments, we establish that the known formulation has excessive computational requirements for large-scale problems, whereas the alternative model constitutes a basis for an efficient heuristic.
A first known formulation for the out-of-plane free vibration analysis of functionally graded (FG) circular curved beams in thermal environment is presented.
14, p. 333), and the Aristotelian principle that everything which is, when it is, necessarily is (the well known formulation of the diachronic contingence), applies also to what will be and has been (ibid., p. 334).
The method can be implemented by both the approximate continuum approach, which is very simple since it is based on a well known formulation and, also, by the stiffness matrix method using a commercial software of structural analysis.
A complete solution is derived for all properties of the ideal bend stiffener, which is not limited by any assumptions on the system geometry and provides an improvement over known formulations.
The actually measured bubble sizes, the respective slip velocity values in transverse and axial directions and the local shear rates enabled the verification of known formulations for the lift coefficient (CL) for bubbles.
One of the earliest known formulations of mind body dualism was expressed in the eastern Sankhya and Yoga schools of Hindu philosophy (c. 650 BCE), which divided the world into purusha (mind/spirit) and prakriti (material substance).
The tablet was further evaluated for plasma concentration of INF-β in the New Zealand White rabbit, and compared to a known subcutaneous formulation.
We start from a known continuous formulation of the maximum clique, and tackle the search for local solutions with replicator dynamics, a class of dynamical systems developed in various branches of mathematical biology.
