On Constructive number fields and computability of solutions of PDEs
Svetlana Selivanova, Victor Selivanov · Doklady Mathematics · 2017
In this paper we find a connection between constructive number fields and computable reals. This connection is applied to prove the computability in the rigorous sense of computable analysis) of solutions of some important systems of partial differential equations, by means of algorithms which are really used in numerical analysis.