Modeling and Synthesis of Discrete Mappings of Linear Continuous Channel

Linear continuous channel discrete mappings in the form of metric finite-dimensional space operators are formalized. Its coupling with representation in the form of integral transforms on the basis of limiting process from series view is shown. It is shown that semi-digital operators of linear continuous channel discrete mappings on the basis of Pugachev canonical presentation are calculated by force of iterative procedure consistently conditioning basis functions on input and output channel in terms of recurrence input transformation.