My math is a bit (quite a bit?) rusty. I need to calculate the
intersections of two conics, in 2D, of the general form:
ax^2 + 2bxy + cy^2 + dx +ey +f = 0
If it makes it easier one of the conics can be in the form:
x^2/b^2 + y^2/a^2 = 1
I would just adjust the one conic so its position remains the same
relative to the other. I am primarily interested in ellipses if this
makes the problem easier.
Also, does anyone know of any reference material on intersecting
conics, B-splines, and nth degree Bezier curves with one another?
Any help would be greatly appreciated. Thanks
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