@article {SC.4.Cai.1998.b,
	title = {Application of Cauchy Integrals and Singular Integral Equations in Scattered Data Problems},
	journal = {BIT},
	volume = {38},
	year = {1998},
	pages = {242-255},
	author = {Cai, Xing and Mehlum, Even}
}
@article {Simula.SC.428,
	title = {Invariant Smoothness Measures for Surfaces},
	journal = {Advances in Computational Mathematics},
	volume = {8},
	number = {1-2},
	year = {1998},
	month = {January},
	pages = {49-63},
	abstract = {Two novel smoothness measures for surfaces are presented in this paper. The second and third order smoothness are defined as the squared normal curvature and the squared variation in normal curvature integrated over all directions in the tangent plane. Both quantities are truly geometric in the sense that they are invariant with respect to the actual parametrization of the surface. All the same, all formulae are derived in terms of an arbitrary parametrization. In addition to providing a basis for variational surface construction, the second and third order smoothness can also be used for evaluation and assessment of the quality of an existing surface.},
	author = {Mehlum, Even and Tarrou, Christian}
}
@misc {SC.7.Cai.1997,
	title = {Animation of Wave Forces on Offshore Installations in IRIS Explorer},
	howpublished = {Render Issue 8 - The newsletter for IRIS Explorer users},
	year = {1997},
	author = {Cai, Xing and Mehlum, Even}
}
@inbook {SC.5.Cai.1996,
	title = {Two Fragments of a Method for Fully Nonlinear Simulations of Water Waves},
	booktitle = {Waves and Nonlinear Processesin Hydrodynamics},
	year = {1996},
	pages = {37-50,},
	publisher = {Kluwer Academic Publishers},
	organization = {Kluwer Academic Publishers},
	author = {Cai, Xing and Mehlum, Even},
	editor = {Grue, J. and Gjevik, Bj{\o}rn and Weber, J.E.}
}
@techreport {SC.7.Larsen.1993,
	title = {A Numerical Comparison of Two Methods for Solving the Waterwave System},
	year = {1993},
	publisher = {Research report},
	author = {Larsen, M. and Mehlum, Even and Spjelkavik, B. and Tveito, Aslak}
}
