@article{C. Riveros_V. Corro_P. de Araújo_2020, title={Graph-type biharmonic surfaces in R3}, volume={7}, url={https://revistas.unitru.edu.pe/index.php/SSMM/article/view/2959}, DOI={10.17268/sel.mat.2020.01.08}, abstractNote={<p>In this work, we study biharmonic surfaces that are parameterized by biharmonic coordinate functions. We study a class of biharmonic surfaces called graph-type biharmonic surfaces. Also, we define a class of surfaces associated to two harmonic functions (FH2A-surfaces), these surfaces satisfy a relation between the Gaussian curvature, the projection of the Gauss map on a fixed plane and two harmonic functions. We show that a particular class of graph-type biharmonic surfaces are FH2A-surfaces. Finally, we classify the FH2A-surfaces of rotation.</p>}, number={01}, journal={Selecciones Matemáticas}, author={C. Riveros, Carlos M. and V. Corro, Armando M. and P. de Araújo, Raquel}, year={2020}, month={Jul.}, pages={97-107} }