Sentence examples for 1 backtracking from inspiring English sources

Exact(1)

However, pipelined hardware implementation of these algorithms has two major issues: (1) backtracking which causes stalling the pipeline and (2) memory inefficiency owing to variation in the size of trie nodes.

Similar(59)

Several attempts have been made to use complex search procedures including look-ahead search [9], backtracking search and meta-heuristics algorithms [10, 11], mixed-integer linear programming, branch and bound, tabu search (TS) [12], an enhanced local search heuristic (LSH), GA, TS, and two hybrid algorithms [13] and GA[14, 15, 16, 17].

o o...... o [107] Multi-cloud, cost optimization.. x..... x. [37] Multi-objective, cost constraints.. x..... x. [144] Backtracking and continuous cost evaluation o. x. x.... x [33] Multi-objective scheduling x. x o. x. x. x [12] Pareto-based; execution time and cost x.

We use CFS together with a backward best-first search, which continually catches the best 100 subsets and terminates after 50 backtracking steps The search algorithm as well as CFS are implemented in the Weka machine learning library (Whitten and Frank, 2005).

But this morning Number 10 backtracked, announcing it was being sent to Ipsa reaffirming Mr Cameron's opposition to the pay rise and urging a rethink.

Mr. Ford, who served as chief executive at Ford from 2001-6, backtracked on several promises made while he was in the job, to improve the fuel economy of sport utility vehicles by 25percentt and to introduce more hybrid electric vehicles.

The 76ers backtracked from their original stance when they told R&B singer Sevyn Streeter she could not perform the anthem before Wednesday night's season opener because of the shirt's slogan.

Asus U Series laptop, Windows 7, BackTrack 4 VM, and Alfa AWUS036H for wireless mischief".

The cost is therefore (32)   (4) Backtrack the trellis to determine the MLSE solution.

Figure 3 displays the backtrack search tree of our algorithm for a given graph G. Fig. 3 Backtrack search tree for a given graph G.

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