領域のメンバーシップ
メンバーシップに対する点の検定を行う．
| In[1]:= |  X |
| In[2]:= |  X |
| Out[2]= |  |
任意次元の領域メンバーシップ条件を計算する．
| In[3]:= |  X |
| Out[3]= |  |
| In[4]:= |  X |
| Out[4]= |  |
点のメンバーシップを赤で可視化する．
| In[5]:= |  X |
| Out[8]= |  |
RegionMember関数を生成し，大きい点集合に対するメンバーシップを検定する．
| In[9]:= |  X |
| In[10]:= |  X |
| Out[10]= |  |
| Out[12]= |  |
Related Examples
Basic Geometric Regions in 1D »
Basic Geometric Regions in 2D »
Basic Geometric Regions in 3D »
Basic Geometric Regions in nD »
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Parametrically Defined Curves in 2D »
Implicitly Defined Regions in 2D »
Formula Regions in 3D »
Boolean Regions »
Affine Transformation of a Region »
Nonlinear Transformation of a Region »
Cartesian Products of Regions »
Region Measures (Length, Area, Volume, etc.) »
Compute Region Centroids »
Integrate over Regions »
Solve PDEs over a Region »
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