Title: Bit Complexity of Computing Solutions for Symmetric Hyperbolic Systems of PDEs with Guaranteed Precision,
Abstract: We establish upper bounds of bit complexity of computing solution operators
for symmetric hyperbolic systems of PDEs. Here we continue the research started
in in our revious publications where computability, in the rigorous sense of
computable analysis, has been established for solution operators of Cauchy and
dissipative boundary-value problems for such systems.