Sentence examples for visits exactly from inspiring English sources

One of the most challenging tasks within the planning of a demographic census is to partition each census track into sets of homes such that each census taker visits exactly one set from this partition.

For any given (vin V_{k_1}), are considered paths from v to (w'), (w'in V_{k_1}), that visits exactly one node from each cluster (V_{k_{2}},...,V_{k_{p}}), hence it gives a feasible Hamiltonian tour.

Therefore the best (w.r.t cost minimization) Hamiltonian tour (H^*) visiting the clusters in a given sequence can be found by determining all the shortest paths from each (vin V_{k_1}) to each (w'in V_{k_1}) with the property that visits exactly one node from cluster.

Each of the two solutions has two routes; each route visits exactly one village.

We relax the typical "visiting restriction" stating that each PoI must be visited exactly once by requiring that each PoI is to be visited at least once;   3.

Each customer must be visited exactly once and the load of a vehicle must not exceed its capacity.

Each customer must be visited exactly once by the vehicle, and it is assumed that a unit of a product collected from a customer can be supplied to any other customer that requires that product.

Each vehicle that starts from and ends at the depot is not allowed to travel a distance longer than a predetermined limit and each customer must be visited exactly once.

The nodes in TCTSP are partitioned into two kinds of subsets: clusters and tabu node sets, then the salesman has to visit exactly one node for each tabu node set and ensures that the nodes within a same cluster are visited consecutively, and the problem calls for a minimum cost cycle.

In GVRP, we are given a partition of the customers into groups (clusters) and a depot and we want to design a minimum length collection of routes for the fleet of vehicles, originating and terminating at the depot and visiting exactly one customer from each group, subject to capacity restrictions.

Hamiltonian circuitA directed graph in which the path begins and ends on the same vertex (a closed loop) such that each vertex is visited exactly once is known as a Hamiltonian circuit.