even if area of circle is 1/2 of square, expected # of draws is 2
Can we extend this to other shapes like an ellipse which is equally difficult to sample within the shape?
This seems easier and more efficient for typical cases.. and requires less time to think about
The expectation is constant, but should there be something done to prevent too much random samples being chosen outside of the circle in a row?
even if area of circle is 1/2 of square, expected # of draws is 2
Can we extend this to other shapes like an ellipse which is equally difficult to sample within the shape?
This seems easier and more efficient for typical cases.. and requires less time to think about
The expectation is constant, but should there be something done to prevent too much random samples being chosen outside of the circle in a row?