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桧树分形小枝:win32+GDI+分形算法;经典课程例子的vc++实例-cypress trees Fractal branchlets : win32 GDI fractal algorithm; Classic examples of courses example vc
Date : 2008-10-13 Size : 10.68kb User : li

维则克方块:黑白递归调用。这是小弟学分形学是做的VC++ WIN32+GDI 编程;-peacekeeping grams squares were : black and white recursive call. This is the brother-credit study is done VC WIN32 GDI programming;
Date : 2008-10-13 Size : 9.49kb User : li

使用WINDOWS GDI和VC++6.0来实现构造一棵分形树,可以通过改变树的N值来改变树的形态-use Windows GDI and VC 6.0 constructed to achieve a fractal tree, trees can change the value of N to change the form of the tree
Date : 2008-10-13 Size : 12.22kb User : 张亮

分形,Fractal,Sierpinski三角形,Sierpinski地毯,GDI,VC/MFC-Fractal, Fractal, Sierpinski triangle, Sierpinski carpets, GDI, VC / MFC
Date : 2008-10-13 Size : 27.49kb User : szh

程序演示了多种分形图形的绘制,字符串跌代算法、时间逃逸算法。程序基于c#.net和GDI+实现。(本人原创,供大家参考)-procedures demonstrated a variety of fractal graphics rendering, or substituting string algorithm, escape time algorithm. Based on c # procedures. Net realized and GDI. (I originality, for your reference)
Date : 2008-10-13 Size : 23.51kb User : ddn

桧树分形小枝:win32+GDI+分形算法;经典课程例子的vc++实例-cypress trees Fractal branchlets : win32 GDI fractal algorithm; Classic examples of courses example vc
Date : 2025-12-30 Size : 45kb User : li

维则克方块:黑白递归调用。这是小弟学分形学是做的VC++ WIN32+GDI 编程;-peacekeeping grams squares were : black and white recursive call. This is the brother-credit study is done VC WIN32 GDI programming;
Date : 2025-12-30 Size : 40kb User : li

使用WINDOWS GDI和VC++6.0来实现构造一棵分形树,可以通过改变树的N值来改变树的形态-use Windows GDI and VC 6.0 constructed to achieve a fractal tree, trees can change the value of N to change the form of the tree
Date : 2025-12-30 Size : 1.7mb User : 张亮

分形,Fractal,Sierpinski三角形,Sierpinski地毯,GDI,VC/MFC-Fractal, Fractal, Sierpinski triangle, Sierpinski carpets, GDI, VC/MFC
Date : 2025-12-30 Size : 27kb User : szh

程序演示了多种分形图形的绘制,字符串跌代算法、时间逃逸算法。程序基于c#.net和GDI+实现。(本人原创,供大家参考)-procedures demonstrated a variety of fractal graphics rendering, or substituting string algorithm, escape time algorithm. Based on c# procedures. Net realized and GDI. (I originality, for your reference)
Date : 2025-12-30 Size : 128kb User : ddn
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