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Oscillationless solutions to linear transportation problems were obtained.
The algorithm involves the formulation, solving and post processing of a series of linear "transportation" problems.
Using both the taxonomic and functional diversity of semi-natural grassland plant communities, we assessed the functional connectivity of linear transportation infrastructures in urban landscape.
The ex post address of policyholders is noted by x, and we assume a linear transportation cost, noted t.
One interesting case is that of linear transportation costs, T x) = tx, which are the same for all income groups.
In the VMap0.Ed5, the issue of connectivity related to linear transportation network features/layers has purportedly been addressed.
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After that Gupta et al. [3, 4] have also worked on linear and non-linear transportation problems.
This paper addresses the design problem of a rail transit line located in a linear urban transportation corridor.
Multiobjective linear fractional transportation problem is the problem with several criteria such as the maximization of the transport profitability like profit/cost or profit/time, and its two properties are source and destination.
High-Tc superconducting levitation can be applied to electro-mechanical systems, such as flywheel energy storage and linear-drive transportation.
We formulate a mixed-integer-linear-programming (MILP) transportation problem that simultaneously optimizes for heat exchanger units, heat exchange area and loads on each utility.
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