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At the intermediate level, the path is modified for any possible on-line intersections with unexpected obstacles, using a minimum distance correction technique.
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The minimum distance is closely related to the error correction capacity of the code; a code of minimal distance corrects any error vector of weight at most ; that is, it is possible to recover the original codeword from any, with.
Where the code (45,33) is also capable of correcting any single error burst of length 3 or less by Remark 4. Table 5 gives comparison between minimum distance, code rate and error correction capability of codes C 15, C 45 in (F_{2}left [x;2mathbb {Z}_{geq 0}right ]), (F_{2}left [x;frac {2}{3}mathbb {Z}_{geq 0}right ]), respectively.
To capture similar intuitions when using the shortest path variants, we first convert the weight of an edge into a distance as follows: d e)=−log(w e))+ c (We add a constant c, typically set to 1, because each edge should have a minimum distance, similar to a Laplacian correction)., where d denotes the distance of an edge or a path.
High correlation may dramatically degrade error correction performance and even ruin the possible gain due to a large minimum distance.
"A minimum distance of twenty (20) feet is recommended.
What was the minimum distance requirement of any eligible vessels for the Ansari X Prize?
He has introduced legislation to change the minimum distance to one mile.
(2) Minimum distance constraint.
Scenario A Minimum distance to average efficiency.
For estimating minimum distance between fields.
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