Sentence examples for adjacent entry from inspiring English sources

Exact(2)

This paper presents a case study of a large-scale roof fall that occurred at an aged belt entry in a mine located in an eastern coalfield, analyzes root causes of excessive deformation of square sets that were installed in an adjacent entry, evaluates the adequacy of an existing rehabilitation square set, and develops remedial recommendations for future rehabilitation practice.

Orrego's point seems to be confirmed by, e.g., the adjacent entry on Legal Positivism (Green 2003).

Similar(58)

FRIDAY PUZZLE — "Stacks" (long adjacent entries) are a themeless crossword format that comes in and out of vogue periodically.

Each element in the column duration is an integer multiple of 0.25625 s * DTCOR, where 0.25625 s is the time between adjacent entries in the aspect solution file.

Use the dictionary to look up "Jeremiad," for example, and then turn to the timeline for information on the prophet Jeremiah, and the adjacent entries on the timeline choices will include Jeremiah Dixon (Mason's partner in drawing the line that divides North from South); "Jeremiah Johnson," a 1972 movie, and Jeremiah M. Johnson, Secretary of Agriculture in President Benjamin Harrison's Cabinet.

Let's hear from Mr. Wentz: I submitted this one towards the beginning of 2011, but it had to sit on the shelf for an extended period because, coincidentally, two adjacent entries were identical to those in Joel Fagliano's March 16 , 2012puzzle.

This process hinges on defining three key values and multiplying these keys by three adjacent entries in R which are then summed over.

In this model, an element length of 3 m was used as the mesh size, resulting in 12,842 elements in total for constructing the model of a longwall panel and adjacent entries and pillars.

A concrete example to such a problem is the RNA base-pairing maximization problem [ 11, 15], in which the difference between adjacent entries (in the single DP matrix the algorithm uses) is either 0 or 1.

Consider first the pair of adjacent entries ED [ i, j] and ED [ i - 1, j], which already contain the corresponding sub-instance solutions ed (s0, i, t0, j ) and ed (s0, i -1, t0, j ), respectively.

An additional result we give is the currently most efficient algorithm for the min-plus multiplication of D-discrete matrices (matrices for which differences between adjacent entries are integers within an interval of length D).

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