# Tag Info

Accepted

### Frank Stella's Protractor Series - can we reproduce Lac Laronge IV?

Take some code from my previous answer. https://mathematica.stackexchange.com/a/295351/72111 ...
• 75k

### Frank Stella's Protractor Series - can we reproduce Lac Laronge IV?

Starting out from a graphics skeleton in order to cut out the base forms (leafs) and putting all together through image processing: ...
• 4,516
1 vote

### Strategy to speed up two polygons (or region) intersection

As with many MeshRegion related things, Mathematica is extremely stubborn. Somebody must have told it recently to convert planar domains to polygons all the time. ...
Accepted

### How can I find distance between two skew lines?

In 3D the minimum distance between the two lines can be expressed by the cross product as follows: Abs[Dot[Normalize[Cross[pB - pA, pC - pS]], pS - pA]] Note, that ...

### How can I find distance between two skew lines?

It's slightly weird that it does not work, since it works if we rewrite RegionDistance for two regions as explained in the documentation: ...
• 26.3k

### How can I find distance between two skew lines?

You may define a point on a line from pS to pC and a second point on a line from pA to pB and minimize the distance between house points: ...
• 52.6k

### Can we reproduce Antonio Asis circle interferences?

Edit We change the operator order,that is, at first RegionUnion then RegionDifference ,now it work for all the 11,12,13,14 ...
• 75k

### Can we reproduce Antonio Asis circle interferences?

Update: Generating the highlighting disks over a grid and adding disk edges: ...
• 4,516
Accepted

### Can we reproduce Antonio Asis circle interferences?

My procedure consists of the following steps: Define a function that produces the basic element - a circle with six alternating colour areas Create a basic black and white random image consisting of ...
• 18.7k
Accepted

### Find the polar plane of the ellipsoid and integrate the Ellipsoid cap

For the ellipsoid equation $$\frac{(x-\text{p1})^2}{\text{a1}^2}+\frac{(y-\text{p2})^2}{\text{a2}^2}+\frac{(z-\text{p3})^2}{\text{a3}^2}=1$$ and a point (pole ) ...
• 75k
1 vote

### Draw bounding region by list of points

Using BoundingRegion: ...
• 55.4k

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