文件名称:S-C-transformation

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数值实现施瓦兹-克里斯多夫变换 可将一般区域保角映射为单位圆,条形带,方形等等基本区域,包含manual. matlab源码,有GUI,可实现点、点映射的显示-Numercial realization of the Schwarz-Christoffel Conformal Mapping
(系统自动生成,下载前可以参看下载内容)

下载文件列表

S-C transformation\S-C User's guide.pdf

..................\sc\@composite\composite.m

..................\..\..........\disp.m

..................\..\..........\display.m

..................\..\..........\eval.m

..................\..\..........\feval.m

..................\..\..........\inv.m

..................\..\..........\members.m

..................\..\..........\subsref.m

..................\..\..rdiskmap\accuracy.m

..................\..\..........\center.m

..................\..\..........\char.m

..................\..\..........\crdiskmap.m

..................\..\..........\diskmap.m

..................\..\..........\display.m

..................\..\..........\embedding.m

..................\..\..........\eval.m

..................\..\..........\evaldiff.m

..................\..\..........\evalinv.m

..................\..\..........\feval.m

..................\..\..........\get.m

..................\..\..........\mtimes.m

..................\..\..........\parameters.m

..................\..\..........\plot.m

..................\..\..........\plottriang.m

..................\..\..........\plus.m

..................\..\...rectmap\accuracy.m

..................\..\..........\char.m

..................\..\..........\crrectmap.m

..................\..\..........\display.m

..................\..\..........\eval.m

..................\..\..........\evaldiff.m

..................\..\..........\evalinv.m

..................\..\..........\feval.m

..................\..\..........\get.m

..................\..\..........\mtimes.m

..................\..\..........\parameters.m

..................\..\..........\plot.m

..................\..\..........\plus.m

..................\..\..........\rectpoly.m

..................\..\.diskmap\accuracy.m

..................\..\........\center.m

..................\..\........\char.m

..................\..\........\diskmap.m

..................\..\........\display.m

..................\..\........\eval.m

..................\..\........\evaldiff.m

..................\..\........\evalinv.m

..................\..\........\feval.m

..................\..\........\forwardpoly.m

..................\..\........\get.m

..................\..\........\hplmap.m

..................\..\........\mtimes.m

..................\..\........\parameters.m

..................\..\........\plot.m

..................\..\........\plus.m

..................\..\.extermap\accuracy.m

..................\..\.........\capacity.m

..................\..\.........\char.m

..................\..\.........\display.m

..................\..\.........\eval.m

..................\..\.........\evaldiff.m

..................\..\.........\evalinv.m

..................\..\.........\extermap.m

..................\..\.........\feval.m

..................\..\.........\forwardpoly.m

..................\..\.........\get.m

..................\..\.........\mtimes.m

..................\..\.........\parameters.m

..................\..\.........\plot.m

..................\..\.hplmap\accuracy.m

..................\..\.......\char.m

..................\..\.......\diskmap.m

..................\..\.......\display.m

..................\..\.......\eval.m

..................\..\.......\evaldiff.m

..................\..\.......\evalinv.m

..................\..\.......\feval.m

..................\..\.......\forwardpoly.m

..................\..\.......\get.m

..................\..\.......\hplmap.m

..................\..\.......\mtimes.m

..................\..\.......\parameters.m

..................\..\.......\plot.m

..................\..\.moebius\char.m

..................\..\........\diff.m

..................\..\........\disp.m

..................\..\........\display.m

..................\..\........\double.m

..................\..\........\eval.m

..................\..\........\feval.m

..................\..\........\inv.m

..................\..\........\minus.m

..................\..\........\moebius.m

..................\..\........\mrdivide.m

..................\..\........\mtimes.m

..................\..\........\normal.m

..................\..\........\plus.m

..................\..\........\subsref.m

..................\..\........\uminus.m

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