Hello.
In your prototype, you have written :
b.arbitrary_point('z') = Point(-13*z +5, -11*z+5, -8z+5)
c=Line(Point(2,3), Point(3,5)) # Here the default value of z is taken as 0
Why don't you work with a symbolic variable z ?
You will also have to take care of point in segment for example.
2014-03-04 20:28 GMT+01:00 Akshay <akshaynukal...@gmail.com>:
> @ondrej Thanks for the quick reply .
>
> As you pointed out I have been working on the prototype for past few days
> and for the intersection of two lines it looks something like this:
> a = Line(Point(1,2,3),Point(2,3,4))
> b = Line(Point(5,5,5),Point(-8,-6,-3))
> a.interection(b) = Point(-1.5, -0.5, 0.5)
>
> a.arbitrary_point() = Point(t+1,t+2,t+3)
> b.arbitrary_point('z') = Point(-13*z +5, -11*z+5, -8z+5)
> c=Line(Point(2,3), Point(3,5)) # Here the default value of z is taken as 0
> a.intersection(c)
> Point(2,3,4)
>
> Apart from this I have been thinking about a class which does this
> x,y,z = map(Symbol, 'xyz')
> p1,p2,p3 = Point(x, y), Point(y, z), Point(2*x*y, y)
> Point.is_collinear(p1, p2, p3) this returns false but it is better to
> return this
> Points are collinear if z - y - 2*y*z + 2*y**2 == 0
> This class should support the following methods at least:
> is_similar is_parallel is_concyclic is_perpendicular encloses_point
> is_tangent is_convex contains collinear
>
>
>
>
>
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