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📄 eval.m

📁 computation of conformal maps to polygonally bounded regions
💻 M
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function wp = eval(M,zp,tol)
%EVAL Evaluate Schwarz-Christoffel crossratio rectified map at points.
%   EVAL(M,ZP) evaluates the Schwarz-Christoffel map M at the points ZP
%   in the canonical domain. The default tolerance of M is used.
%   
%   EVAL(M,ZP,TOL) attempts to give an answer accurate to TOL. If TOL is
%   less than the accuracy of M, this is unlikely to be met.
%   
%   See also CRRECTMAP, EVALINV.

%   Copyright 1998 by Toby Driscoll.
%   $Id: eval.m 7 1998-05-10 04:37:19Z tad $

param = parameters(M.diskmap);

if nargin < 3
  qdata = param.qdata;
  qdatar = M.rectqdata;
else 
  qdata = tol;
  qdatar = [];
end

p = polygon(M.diskmap);
w = vertex(p);
beta = angle(p) - 1;
pr = M.rectpolygon;
wr = vertex(pr);
betar = angle(pr) - 1;
cr = param.crossratio;
aff = param.affine;
affr = M.rectaffine;
Q = param.qlgraph;

wp = NaN*zp;
idx = logical(ones(size(zp)));
wp(idx) = crrmap(zp(idx),w,beta,wr,betar,cr,aff,affr,Q,qdata,qdatar);

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