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Since the rank of is two, the maximum rank of is two.
Assume that the maximum rank of nodes in layer i is r i, i.e., r i ≥j.
A maximum rank of outlet temperatures of 80 90 °C and temperature differences of 50 60 °C were obtained with minimum air flow of 0.06 kg/s and without load.
In our experiments, we decide to set the maximum rank of lattice to 60, since finding the exact solution to the shortest vector problem up to such a dimension is still foreseeable [45].
Next, we show that rank r is bounded by O ( log 2 ( | U ∪ C | ) ). Denote by N i the number of nodes in layer i of Tspt(G[U∪C]) and by r i the maximum rank of nodes in layer i.
In fact, defining the sampled channel order L as the channel delay spread in terms of chip (sampling) periods, it is shown in [5] that the maximum rank of R h g min is attained by setting the number of subcarriers per group to Q=L + 1.
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Inversions were 2-fold enriched for candidate SNPs (P value < 0.001), containing 5.6% of all SNPs but 11% of SNPs in the 99th percentile of the maximum rank distribution of these lists.
First, compute the maximum rank r of nodes in M.
To determine the structural rank, we refer to the following definition [ 24]: "The structural rank (s-Rank) of a structural matrix is the maximum rank a linear matrix of this structure can have".
It is shown that similar to the MacWilliams identity for the Hamming metric, the rank weight distribution of any linear code can be expressed as a functional transformation of that of its dual code, and the rank weight enumerator of the dual of any vector depends only on the rank weight of the vector and is related to the rank weight enumerator of a maximum rank distance code.
We include the values of μ, σ, maximum rank diversity (d_{max}), and (R^{2}) as well.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com