Sentence examples for maxima and local from inspiring English sources

Step 3. We can continue as in Step 1 and Step 2 and get the sequences and of local maxima and local minima of attained at and, respectively.

First, we identify the local extrema and construct two functions called the upper envelope and lower envelope by interpolating the local maxima and local minima, respectively.

The second condition requires that the mean value of the two envelops fitting IMF local maxima and local minima is equal to zero.

An IMF is defined as a function, (1) where the number of zero crossings and extrema are equal or differ at most by one; and (2) at any point, the mean value of the envelopes defined by local maxima and local minima is zero.

The features from the temporal domain contain richer statistical information than only local maxima and local minima.

An IMF has to meet the following two criteria: (1) the number of extreme and zero crossings are either equal or differ by at most one and (2) the mean value of the envelope defined by the local maxima and local minima is zero.

If, the new sample will add at most two local extrema points (one local maxima and one local minima) in the interval.

And l is the total number of local maximum and local minimum values.

Figure 8 Transient improvement method using local maximum and local minimum values.

F max l) and F min(l) represent the local maximum and local minimum values within the range of [-|l|,|l|].

We can see that there are obvious local maximums and local minimums in in the walking motion but not in the waving motion.