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Re: combining contourplot and regionplot


  Arg[Gamma[x + I*y]] == 0, {x, -5, 5}, {y, -5, 5},
  RegionFunction -> Function[{x, y, z}, Abs[Gamma[x + I*y]] > 1]


Cristina Ballantine wrote:
> Given a complex function (say the Gamma function), I would like to plot 
> all points (x,y),  -10<x<10, -10<y<10,  that map to the interval (1, 
> infinity). I need to plot all points with Arg[Gamma[x+I*y]]==0 and 
> Abs[Gamma[x+I*y]]>1. Solutions to the equation can be plotted with 
> ContourPlot. Solutions to the inequality can be plotted with RegionPlot. 
> But how do I plot points that satisfy BOTH the equation and the inequality?
>  A similar question has been asked on the Forum before but did not receive 
> an answer. I am hoping this time someone can help. Thank you.
> Cristina

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