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Exact(4)

Since we are interested in the maximum entry of each line and the column where it is located when in comes to merging, we keep track of those two values when adding new entries into M.

In the following, the various steps involved in the proposed algorithm are described: 1. Construct an S × K matrix G ̃ which is the permuted version of G such that the maximum entry in each row, i.e., of each subchannel, is greater than the maximum entry of the following row.

It turns out that selecting the parameter corresponding to the maximum entry of | u| as done here is sufficient to find a minimal set of identifiable parameters.

We define the maximum function max(M) as the maximum entry of matrix M and max v ) as the maximum entry of the vector v. Similarly we define the minimum function min. Also, we define mean(v ) = S1 v )/ n and variance(v ) = S2(v )/ n - (S1 v )/ n).

Similar(54)

Only for PGPs we have a relatively small representation in our sample (see Table 1), translating in a much lower density of 0.27 (the maximum entry is 2.87).

In other words, mutual coherence can be expressed as the maximum off-diagonal entry of Gram matrix G=Φ H Φ if Φ is orthonormal [20].

On the other hand, we assume (bar {boldsymbol {Phi }} = left [ phi _{1}; phi _{3}; phi _{2}; ldots ; phi _{n} right ]), then mutual coherence for both of the measurement matrices can be calculated as the maximum off-diagonal entry of (sum _{i = 1}^{n}phi _{i}^{H}phi _{i}).

Consider an r × s polynomial matrix D (q ) with r ≤ s and suppose that k i is the degree of the i -th row of D (q ), i.e. the maximum degree of any entry of the row.

We introduce a new, quadratically convergent algorithm for finding maximum absolute value entries of tensors represented in the canonical format.

This limits the maximum impact stresses reached during the water entry of wakeboards.

And, as time goes on, the maximum age of entry to the music writing game races ever faster towards absolute 0. There was once a time when people over the age of ten years old had a clue about what music was "fresh", "interesting" or "the future".

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