英语翻译If the spheres are not allowed to touch,the solution of the problemstarts by determining which points are background (black) points.To do this,we pick a black point on the boundary of the image and determine all blackpoints connected to i

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英语翻译If the spheres are not allowed to touch,the solution of the problemstarts by determining which points are background (black) points.To do this,we pick a black point on the boundary of the image and determine all blackpoints connected to i

英语翻译If the spheres are not allowed to touch,the solution of the problemstarts by determining which points are background (black) points.To do this,we pick a black point on the boundary of the image and determine all blackpoints connected to i
英语翻译
If the spheres are not allowed to touch,the solution of the problemstarts by determining which points are background (black) points.To do this,
we pick a black point on the boundary of the image and determine all black
points connected to it using a connected component algorithm(Section 9.5.3).
These connected components are labels with a value different from 1 or 0.The
remaining black points are interior to spheres.We can fill all spheres with
white by applying the hole filling algorithm in Section 9.5.2 until all
interior black points have been turned into white points.The alert student
will realize that if the interior points are already known,they can all be
turned simply into white points thus
fillingthe spheres without having to do region filling as a separate procedure.
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英语翻译If the spheres are not allowed to touch,the solution of the problemstarts by determining which points are background (black) points.To do this,we pick a black point on the boundary of the image and determine all blackpoints connected to i
如果不接触球面,此题可以从这里入手,首先选定一点为背景点(黑点),也就是说,我们在图像的边缘标记一个黑点,并运用相邻元素方法选定所有连接此点的黑点(见章节9.5.3).在这些连接的元素上均标记0至1不等的数值.剩下未标记的就是球面以内的黑点.我们运用空洞填充算法把球面填充白色直至球面内所有的黑点变成白点(见章节9.5.2).如果球面内的点都是已知的,留心观察的学生也就会发现这些点可以很简单的转化成白点,因而他们就可以不必另外做区域填充这个步骤,直接填充球面便可.
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如果球是不允许触摸,解决方案的problemstarts通过确定哪些点是背景(黑色)点。为此,我们选择一个黑色的点在图像的边界和确定所有blackpoints连接使用一个连通分支算法(部分9 5 3)。这些连接组件标签值不同于1或0。剩余的黑色点内部的球体。我们可以填补所有的球体withwhite运用孔填充算法在部分9 5 2直到allinterior黑色点已经变成了白色的点。警报studentw...

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如果球是不允许触摸,解决方案的problemstarts通过确定哪些点是背景(黑色)点。为此,我们选择一个黑色的点在图像的边界和确定所有blackpoints连接使用一个连通分支算法(部分9 5 3)。这些连接组件标签值不同于1或0。剩余的黑色点内部的球体。我们可以填补所有的球体withwhite运用孔填充算法在部分9 5 2直到allinterior黑色点已经变成了白色的点。警报studentwill意识到如果室内点是已知的,他们都可以beturned简单到白色点从而填补这一领域而无需做区域填充作为一个单独的程序。

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如果不触碰到那些球体,那么要解决问题就要先确定哪些点是背景点。(黑色背景)
我们选取图像边缘的一个黑点并将其他的黑点用连通分量的规则与之连接起来(章节9.5.3)
那些连通分量就是不等于1或0的值的标记,剩下的黑点就是球体内部的。
我们可以应用9.5.2所述的填充方案把所有的球都填充成白色,直到里面所有的黑点都变成白色。思维活跃的同学会意识到如果内部的点是已知的,因而他们就...

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如果不触碰到那些球体,那么要解决问题就要先确定哪些点是背景点。(黑色背景)
我们选取图像边缘的一个黑点并将其他的黑点用连通分量的规则与之连接起来(章节9.5.3)
那些连通分量就是不等于1或0的值的标记,剩下的黑点就是球体内部的。
我们可以应用9.5.2所述的填充方案把所有的球都填充成白色,直到里面所有的黑点都变成白色。思维活跃的同学会意识到如果内部的点是已知的,因而他们就可以不必另外做区域填充这个步骤,直接填充球面。

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