Isometric deformation of surfaces in Kahler plane preserving the mean curvature function
In this paper, we study the condition that a surface in Kahler plane K admits a nontrivial isometric deformation vvithout umbilic points preserving the mean curvature function. Also, we show that the Gaussian curvature for such surface must be identically zero if it is constant.
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- Communications, Series A1:Mathematics and Statistics