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This paper describes the mechanisation in HOL of some basic λ-calculus theory, discussing the mechanisation of proofs covering equational theory, reduction theory, and the standardization theorem,
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Mechanising-calculus using a classical refers to the process of automating or computerizing the calculations and computations involved in classical calculus.
There is no specific requirement for filing mechanising-calculus using a classical. It is a technique that can be used by individuals, researchers, or institutions involved in classical calculus.
To fill out mechanising-calculus using a classical, one can use programming languages or software tools to automate the calculations involved in classical calculus.
The purpose of mechanising-calculus using a classical is to simplify and speed up the computation process involved in classical calculus, reducing human error and increasing efficiency.
The specific information reported on mechanising-calculus using a classical will depend on the calculations being performed. It may involve input values, intermediate steps, and final results of the calculus computations.
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