The maximal measurement in one dimension on axial imaging and pathologic examination was extracted for statistical analysis.
First, some subjects routinely show maximal RME in one field while the field with maximal RME development was less predictable in others.
In this paper we prove a discrete version of Tanaka's Theorem for the Hardy-Littlewood maximal operator in one dimension, both in the non-centered and centered cases.
The ROTEM® device provides measurements from a single point in the rotation cycle (i.e., maximal rotation in one direction).
One maximal area in one slide of all the cut surfaces exhibiting invasive components in each tumour was scanned at high power (× 200), and the number of microvessels in the areas along the border between cancer nests and the stroma was recorded.
Like we hypothesized, the error rates were maximal if one of the trials in the meta-analysis was substantially larger than the other ones.
The error of measurements on homogenous surfaces was generally lower, but the maximal standard deviation in one case reached 1.57 for a contact angle of 14.07° (Table 1) which was 11.15%.
Let us consider the following sets of legitimate principles, and the Lorenz-maximal in each one of them: If (mathcal {P}_{1}=){efficiency, claim-boundedness, non-negativity}, (mathcal {L} = CEA).
However, this is just a motivating paragraph so there is no need to consider yet the case where it is set-maximal in only one direction.
By the definition of maximal extended repetitions each square is only in one maximal extended repetition.
