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In most cases, eigenvalues and eigenvectors are most conveniently found using mathematical software such as Maple or Mathematica.
To determine the parameters in fitting the multiplicative model to observational survival data, Peleg and Corradini [8] suggest the use of mathematical software such as Mathematica.
Meanwhile, with the help of mathematical software such as Maple, we can calculate that alpha_{1}approx0.00004,qquad beta_{1}approx0.1081,qquad alpha_{2}approx 0.3156,qqualpha_{2}approxox0.00075.
Below, we focus on the graphs with order at least 5, since the skew energy of an oriented graph with a small order can be calculated directly by mathematical software such as Matlab 7.0.
Note: With modern mathematical software such as Matlab, Maple or Mathematica, it is, of course, very easy to numerically compute the eigenvalues of the Jacobian for both the virus-free and chronic equilibrium points for the case of zero time delay.
Note that the expression (13) only involves the standard function which allows for fast evaluation in popular mathematical software such as Matlab or Mathematica, thereby providing an efficient means to assess the impact of various key system parameters such as number of antennas, CCI, and correlation coefficient on the outage performance of the system.
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Therefore, it can be easily and efficiently evaluated with common mathematical software packages such as MATLAB, MATHEMATICA or MAPLE.
Hence, it can be also easily and efficiently evaluated with common mathematical software packages such as MATLAB, MATHEMATICA, or MAPLE.
It proposes the idea utilizing the advantages of existing professional mathematical software tools, such as Matlab, Mathematica and Maple, to process the WSN data.
Like some mathematical software packages, such as MATLAB, Ch has built-in support for two and three-dimensional graphical plotting, computational arrays for vector and matrix computation, and linear system analysis with advanced numerical analysis functions based on LAPACK.
The figures of the solution which is obtained by mathematical software can be explained as the periodical change of ecological population, such as the period of pests outbreaks.
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