Abstract
In this paper the two-dimensional g-fraction with independent variables which is the generalization of the continued g-fraction is considered. The correspondence between the formal double power series and the above mentioned fraction is studied. As a result the algorithm for the expansion of the formal double power series into the corresponding two-dimensional g-fraction with independent variables has been constructed and the conditions for the existence of such an algorithm have been established. The expansion of some functions into the corresponding two-dimensional g-fraction with independent variables is constructed and the efficiency of the obtained expansion by using approximants is shown.
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