2-D and 3-D plots illustrating the natural logarithm, respectively of a real and complex variable
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You can rotate the 3-D plots with the mouse. Also, you can change the way a plot (2-D or 3-D) is presented in different ways (Style, Color, Orientation, etc.) from the Context Panel for the plot or the Plot menu.
Note the similarity between the 2-D plots of ln and the exponential integral Ei function of a real variable; over the complex plane, however, these functions behave rather different
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In most cases, when a function involves different number of arguments, plots for the different cases are presented, for example GAMMA represents both the Gamma function (case of one argument) and the incomplete gamma function (case of two arguments)
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The 2-D plots of the JacobiSN (elliptic sin function) of a real variable resemble the plots for sin
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2-D and 3-D plots illustrating the important 2F1 case of the generalized hypergeometric function
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To get the plot structure itself, for instance those for the hypergeometric function displayed above, use
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Having the plotting structures assigned to plots_hypergeom you can now manipulate each plot as desired, for example, consider the second 2-D plot:
Change the title, change the color, and make the plot be constrained (note the use of the keyword overrideoptions of plots:-display)
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