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The computation engine supports mathematical functions such as algebraic simplification and factorization, and integration and differentiation.
Mathematical functions, such as the sine function and addition, are represented as term forming operators such as $\sin x$, or $x + y$.
The transition of interfaces between matrix and inclusions can be described by mathematical functions such as a jump function, linear function and hyperbolic tangent function.
In addition, the failure rate of the distribution feeder is modeled respect with magnitude of the current flowing through the feeder applying several mathematical functions such as linear, power, exponential, and logarithmic.
In addition, since problems in science and engineering usually involve special mathematical functions such as sines, cosines, logarithms, etc., this chapter introduces you to the some of the functions of the large collection of such functions in MATLAB.
On the other hand, many data obey the NBL rather badly or simply not, for example some mathematical functions such as square roots and the inverse <img src="http://journals.plos.org/plosone/article/asset?id=info?doi/10.1371/journal.pone.0010541.e009.PNG" class= inline-graphic"/>.
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Although the data are discontinuous, the underlying relationship between the growth rate and the temperature (t) can be described by a mathematical function, such as high-order polynomials, that is biologically meaningful or statistically justifiable [10].
Use the jagged line version when the values are ordered by the x-axis Use the smooth line version when the relationship between the x and y values can be described by a mathematical function (such as y = x2).
In the simplest case, applying mathematical aggregation functions such as summation does not affect the meaning of the results (e.g. summing up the CO2 emissions of administrative regions to obtain the number of total CO2 emissions of a state).
The best MME point position obtained by SAD comparator is further employed to produce the best matched reference block data and residual data which are important to other video encoding functions, such as mathematical transforms and motion compensation, and so forth.
These routing out options can use many forms such as mathematical functions or circulate, which releases work items in the same manner that cards are dealt with (Fig. 16).
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