In the DCLRP-FD, facility location problem and vehicle routing problem are solved on a time horizon.
Thermal mechanical and chemical effects occur on different time scales and the thermo-elastic and energy equations are solved on two different time scales.
Thus, the time step can be considerably large, which is extremely useful when the problem is solved on a long time interval.
Accounting for the broken ergodic nature of glass, these master equations can be solved on any arbitrary time scale.
Taking advantage of the CBE formalism, the master equations can be solved on any arbitrary time scale through a dynamic partitioning of the landscape into metabasins satisfying the abovementioned criteria.
The difficulty of the problem is adjusted so that, no matter how many people are mining Bitcoins, the problem is solved, on average, six times an hour.
The FPU fatigue solver may be executed on multiple CPU cores independently from Abaqus/CAE, which allows large-scale problems to be solved on server machines in reasonable time.
At the time, Treasury officials believed the housing crisis could be solved on case-by-case basis.
The equations are solved in dependence on (delta_{i}) for each time step (t^{n}) to (t^{n+1}).
For example, given a graph G on n vertices with path-, tree- and branch-decompositions of width pw,tw and bw respectively, the Minimum Dominating Set problem on G is solved in time O(n2min{1.58pw,2tw,2.38by}) by a single dynamic programming algorithm along a semi-nice tree-decomposition.
Since width-two tree decompositions can be constructed in linear time [ 21] and weighted V ERTEX C OVER can be solved in linear time on graphs with constant treewidth [ 15], this yields linear-time solvability for W EIGHTED M AXIMUM T REE O RIENTATION with m e ≤ 2. Theorem 4. If m e ≤ 2, then W EIGHTED M AXIMUM T REE O RIENTATION can be solved in linear time.
