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<H2><A NAME="SECTION00532000000000000000">
Color Coding for Points</A>
</H2>
 
This section details how points are assigned colors<A NAME="1894">&#160;</A> and symbols<A NAME="1895">&#160;</A>. 
 
<DL>
<DT><STRONG>Colors for Trajectories:</STRONG>
<DD>Trajectories (and multiple trajectories) 
have both an alternating
     color and a pick color.  The pick color can be chosen by the user
     using the Color window.  The alternating color is automatically 
     the next (non-system) color in the colormap. 
     Each trajectory of a 
     flow object is colored using the same alternating and pick colors.   
     The default symbol (shown in the Defaults window) is always assigned.
 
<DT><STRONG>Colors for fixed points:</STRONG>
<DD>The DsTool convention<A NAME="1897">&#160;</A> for hyperbolic fixed points is: 
     saddle points are marked as green crosses, sinks are
     blue triangles, and sources are red squares.  In each case, the alternating
     color is negative, and the pick color and symbol code are the appropriate 
     integers.
     Hyperbolic fixed points that are found by the Fixed Points window always
     follow the convention.  Hyperbolic equilibrium points that are 
     found by the Equilibrium Continuation window may or may not be colored
     according to the convention, depending upon the value of the Monitor 
     Switch setting.
     In either setting, the equilibrium points are assigned dots, save those found
     by the ``Search'' operation, which are assigned triangles.
 
<DT><STRONG>Colors for periodic orbits:</STRONG>
<DD>Periodic orbits are colored using the DsTool
     convention: attracting periodic orbits are colored blue, repelling periodic orbits
     are colored red, and saddle periodic orbits are colored green.  Periodic orbits
     are always assigned dots.
 
<DT><STRONG>Colors for bifurcation points:</STRONG>
<DD>Bifurcation points found by the Equilibrium 
     Continuation window will be colored according
     to the colors in the Continuation Colors window. 
     Saddle node bifurcation points are colored green.  Hopf bifurcation 
     points, degenerate Hopf points, and resonant saddle node points are colored 
     using the last three colors in the colormap, which can 
     be changed by the user.  In the default
     colormap, the corresponding colors are magenta, orange, and 
     sea green, respectively.  
     Bifurcation points are always assigned dots, save those found by the ``Search''
     operation, which are assigned triangles.
    
<DT><STRONG>Colors for selected points:</STRONG>
<DD>Points which are saved from the Selected Point
     window are assigned the pick color designated by the Color window, negative alternating
     color, and the default symbol.
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<ADDRESS>
<I>John Lapeyre</I>
<BR><I>1998-09-04</I>
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