For generic parabolic surfaces in R^3 modulo the special affine group, the algebra of differential invariants is generated through invariant differentiation by the fourth-order invariant W and one new fifth-order invariant M.
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On Differential Invariants of Parabolic Surfaces
For generic parabolic surfaces in R^3 modulo the special affine group, the algebra of differential invariants is generated through invariant differentiation by the fourth-order invariant W and one new fifth-order invariant M.