文件名称:dualitytransfm
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一个Applet展示，点到线，线到点的变换性质，此性质可以使许多复杂的几何问题变得简单。-Applet of Duality Transformation
An implementation of duality transformation. In a Cartesian plane, a point can be identified by two parameters, such as xcoordinates
and y-coordinates, and also a non-vertical line can be presented by
two parameters also, such as slope and y-intercept. The concept of duality is a
powerful tool for the descr iption, analysis, and construction of algorithms
An implementation of duality transformation. In a Cartesian plane, a point can be identified by two parameters, such as xcoordinates
and y-coordinates, and also a non-vertical line can be presented by
two parameters also, such as slope and y-intercept. The concept of duality is a
powerful tool for the descr iption, analysis, and construction of algorithms
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下载文件列表
dualitytransfm
..............\.classpath
..............\.project
..............\.settings
..............\.........\org.eclipse.jdt.core.prefs
..............\bin
..............\...\dualtransform
..............\...\dualtransform.DualityApp1426360292635.html
..............\...\.............\DrawingPanel$MouseMovement.class
..............\...\.............\DrawingPanel$MouseSelector.class
..............\...\.............\DrawingPanel.class
..............\...\.............\DualityApp$1.class
..............\...\.............\DualityApp$2.class
..............\...\.............\DualityApp.class
..............\...\.............\DualObjects.class
..............\...\.............\ObjectShapes.class
..............\...\.............\Panel$1.class
..............\...\.............\Panel.class
..............\...\.............\PanelModes.class
..............\...\java.policy.applet
..............\src
..............\...\dualtransform
..............\...\.............\DrawingPanel.java
..............\...\.............\DualityApp.java
..............\...\.............\DualObjects.java
..............\...\.............\ObjectShapes.java
..............\...\.............\Panel.java
..............\...\.............\PanelModes.java