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https://doi.org/10.1080/00036818108839344
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Cite Journal: Applicable Analysis |  Publication Date: Jan 1, 1981 |
 Citations: 10 |
Affiliation: University of Gdańsk, Institute of Mathematics
A class of numerical methods for neutral functional differential equations is considered. The convergence theorem is given. The somewhat pessimistic result is shown that Tavernini's scheme for constructing methods of arbitrary order fails in the case of neutral functional differential equations
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