Invariant Continuation of Discrete Multi-Valued Functions and Their Implementation
Anvar Kabulov, Ibrokhimali Normatov, Erkin Urunbaev, Firdavs Muhammadiev
20212021 IEEE International IOT, Electronics and Mechatronics Conference (IEMTRONICS)27 citationsDOI
Abstract
The article discusses partially defined discrete functions and investigates the problem of logical continuation of such functions in the class of canonical normal forms. A theorem is proved on the invariant continuation of a multivalued function in the class of canonical forms, which does not depend on the adopted coding. An algorithm for constructing a set of invariant points independent of the adopted encoding and software for such an invariant continuation are constructed.
Topics & Concepts
ContinuationInvariant (physics)MathematicsAnalytic continuationCoding (social sciences)Pure mathematicsDiscrete mathematicsAlgebra over a fieldComputer scienceMathematical analysisStatisticsMathematical physicsProgramming languageAdvanced Computational Techniques in Science and EngineeringAerospace, Electronics, Mathematical Modelingadvanced mathematical theories