Sentence examples for the distance time from inspiring English sources

For each subset A j ∈P∗, the distance (time) constraint δ(A j )≤Tmax holds.

Further, the distance (time) required to travel through this subset of destinations (bus stops) via a route must remain less than a predetermined distance (time) amount.

Every vehicle will be assigned to a subset of bus stops according to its capacity and the distance (time) required for traveling to this subset.

If a partition (vehicle-subset assignment satisfying the capacity and the distance (time) constraints) can be obtained for this solution, a solution to the original problem is obtained.

The total distance (time) needs to be calculated for each subset A j. Any route to the subset A j is acceptable as long as the distance (time) does not exceed Tmax.

The knapsack problem with the right-hand side s(A)≤r<b can have a solution in Y r), but there cannot be any corresponding vehicle-subset assignments and/or partitions available satisfying <span class="lh">the distance (time) constraint.

And those who measured the distance, timed the event, recorded it and reported it to the newspapers, were all probably incompetent in doing their jobs, too, weren't they?

In literature the function τ(t) is usually referred to as the distance-time function.

From the distance-time trace of these simulation, it can be seen that some simulations appear to be trapped in a somewhat expanded intermediate state (red in Figure 3A), whilst others unfold completely (blue and green in Figure 3A).

The set of constraint 4 states that the traveling distance (time) to a subset A j ∈P for any partition P∈Ω cannot exceed the maximum allowed distance (time).

Sqrt(12) = 3.46410161513775, or about 86.60% of the radius, 4. That distance times itself equals the Sector's Area.