Non-CMC PNMC biconservative surfaces in H^4 are locally generated by a directrix curve in a totally geodesic H^3 via a normal flow, classified into three cases based on the type of a vector field.
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Extrinsic characterizations of biconservative surfaces in the $4$-dimensional hyperbolic space
Non-CMC PNMC biconservative surfaces in H^4 are locally generated by a directrix curve in a totally geodesic H^3 via a normal flow, classified into three cases based on the type of a vector field.