the point of intersection of two hyperbolic line segments

[cduck]

the point of intersection of two hyperbolic line segments

[cduck]

Thanks for opening the feature request. Here is a list of new methods that we need to write for this feature:

• New method segmentIntersectionsWithHcycle(self, hcycle2) on Hypercycle. This method will first call intersectionsWithHcycle and only return the points that are true for self.isPointOnSegment(x, y) and hcycle2.isPointOnSegment(x, y). This methods does what you want by only returning the intersections that are contained within both segments and returning nothing otherwise.

Helper methods:

• New method isPointOnSegment(self, x, y) on Hypercycle. Check if the point is between or outside the endpoints by asking its underlying euclidean shape: return self.projShape.isPointOnSegment(x, y) (see below)

• New method isPointOnSegment(self, x, y) on euclid.Line. This method will check if the point is between or outside the endpoints.

• New method isPointOnSegment(self, x, y) on euclid.Circle. Always returns true because a circle doesn't have endpoints.

• New method isPointOnSegment(self, x, y) on euclid.Arc. Checks if the point's radial angle is between startDeg and endDeg.

Let me know if you need more detail or have any questions.

[mckvv]

This looks gret! Thank you for now.
I understand better what we need to do. But I am afraid, that with my experience I'm not able to implement these features by myself. Could you help me with that? I think similar features would be useful for other users.

[smh0109]

Apparently I was working on a very similar feature rigth now, I could probably create a branch to impelment this...

[cduck]

That would be great @smh0109. Post here or open a pull request if you want any feedback.