### Present and Future Efforts

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Motivation: A toplogically independent code that does not need previous
knwledge about the location of the apparent horizon.

- Test of the mean curvature method for general shape with one black hole
- Reformulate the Eulerian method in a Crank-Nicholson scheme
- Test the method with a time symmetric single black hole case (see
undregrad thesis) with the following initial curves
- spherical centered
- odd shape centered
- odd shape non-centered
- odd shape, non-centered completely to one side

- Test with two black holes
- Test with two black hole Misner data and check against Mijan's code
- test for bifurcation
- test with odd shape initial data

- Check numerical convergence using Dr. Choptuik's thesis approach

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Motivation: A stable apparent horizon

- Develop code using this method for ingoing and outgoing geodesics.

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Motivation: Unique initial data as testing ground for new physics

- Make square black hole using high frequencies