Surface remeshing is a key component in many geometry processing

applications. However, existing high quality remeshing methods

usually introduce approximation errors that are difficult to control,

while error-driven approaches pay little attention to the meshing

quality. Moreover, neither of those approaches can guarantee

the minimal angle bound in resulting meshes. We propose a novel

error-bounded surface remeshing approach that is based on minimal

angle elimination. Our method employs a dynamic priority queue

that first parameterize triangles who contain angles smaller than a

user-specified threshold. Then, those small angles are eliminated

by applying several local operators ingeniously. To control the geometric

fidelity where local operators are applied, an efficient local

error measure scheme is proposed and integrated in our remeshing

framework. The initial results show that the proposed approach is

able to bound the geometric fidelity strictly, while the minimal angles

of the results can be eliminated to be up to 40 degrees.