Meadows as a New Theme in the Theory of Rings and Fields meadow, field, division-by-zero, equational axiomatization, totalized field, rational number, real number, complex number, fraction, data linkage dynamics, tuplix calculus, process calculus, probab
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Instruction Sequences as a Theme in Computer Science. Instruction sequence, programming language semantics, programming language expressiveness, computability, computational complexity, algorithm efficiency, algorithmic equivalence of programs, program verification, program performance, program compactness, program parallelization. And an algebraic theory of mathematical objects that represent in a direct way the behaviours produced by instruction sequences under execution, called.
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Meadows as a New Theme in the Theory of Rings and Fields meadow, field, division-by-zero, equational axiomatization, totalized field, rational number, real number, complex number, fraction, data linkage dynamics, tuplix calculus, process calculus, probabDESCRIPTION
The primary mathematical structure for measurement and computation is unquestionably a field. Because fields do not have a purely equational axiomatization, the axioms of a field cannot be used in applications of the theory of abstract data types to number systems based on rational, real or complex numbers. This state of affairs brought Bergstra andPARSED CONTENT
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