### Some articles on *subproblem, subproblems*:

Dantzig–Wolfe Decomposition - The Algorithm

... formulate new objective functions for each

... formulate new objective functions for each

**subproblem**such that the**subproblems**will offer solutions that improve the current objective of the master program ...**Subproblems**are re-solved given their new objective functions ... An optimal value for each**subproblem**is offered to the master program ...Longest Common Subsequence Problem - Solution For Two Sequences

... problem has an optimal substructure the problem can be broken down into smaller, simple "

... problem has an optimal substructure the problem can be broken down into smaller, simple "

**subproblems**", which can be broken down into yet simpler**subproblems**, and so on, until, finally ... The LCS problem also has overlapping**subproblems**the solution to a higher**subproblem**depends on the solutions to several of the lower**subproblems**... Problems with these two properties—optimal substructure and overlapping**subproblems**—can be approached by a problem-solving technique called dynamic programming, in which the solution is built up starting ...Overlapping

... Fibonacci sequence exhibits overlapping

**Subproblems**... Fibonacci sequence exhibits overlapping

**subproblems**... the nth Fibonacci number F(n), can be broken down into the**subproblems**of computing F(n − 1) and F(n − 2), and then adding the two ... The**subproblem**of computing F(n − 1) can itself be broken down into a**subproblem**that involves computing F(n − 2) ...Master Theorem - Generic Form

... a is the number of

... a is the number of

**subproblems**in the recursion ... n/b is the size of each**subproblem**... Here it is assumed that all**subproblems**are essentially the same size.) f (n) is the cost of the work done outside the recursive calls, which includes the cost of dividing the problem and ...Parallel Mesh Generation - Overview

... (2D) or 3-dimensional (3D) mesh generation problem into N smaller

... (2D) or 3-dimensional (3D) mesh generation problem into N smaller

**subproblems**which are solved (i.e ... The**subproblems**can be formulated to be either tightly coupled, partially coupled or even decoupled ... The coupling of the**subproblems**determines the intensity of the communication and the amount/type of synchronization required between the**subproblems**...Related Subjects

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