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The objective of this problem is to determine the optimal paths for each shipment such that the railway limitations are satisfied.
The objective of this problem is to determine the optimal set of routes to totally satisfy both the delivery and pick-up demand of the customer population.
The objective of this problem is to find the shortest Hamiltonian cycle that covers all vertices satisfying the cardinality and the length constraints.
The objective of this problem is to minimize transportation cost of designed routes, according to which vehicles are used, to satisfy the customer demand.
The objective of this problem is to minimize the logistic cost for a set of customers without being tardy or exceeding the travel time and the capacity of the vehicles.
The objective of this problem is to minimise the total cost incurred from a liner long-haul service route, including ship related costs, fuel consumption costs, port related costs, laden containers and empty container inventory-in-transition costs.
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The post analysis of the results is conducted to understand the relationship between the parameters and objectives of this problem (design principals) for the first time in the literature as well.
With the objective of bypassing this problem, the MR-Radix proposes a new model of representation of itemsets, called "relational itemset".
The objective of solving this problem is to minimize the costs of delivering all commodities by deciding which inter-terminal blocks to build and by specifying the assignment of commodities to these blocks, while observing limits on the number and cumulative volume of the blocks assembled at each terminal.
For the objective function of this problem, we analyzed several options to consider different kinds of social benefits.
The objective function of this problem is to minimize the total weighted completion time.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com