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A Methodology for Implementing Inductive Schemata Yong Luo and Zhaohui Luo...



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Abstract: Here, we give recursive denitions for elimination rule and computation rules of inductive schemata. The new denitions are good for implementing inductive types, and one can get algorithms form them straightforwardly; and have been implemented in a type checker. 1 Inductive data types A strictly positive operator with respect to a variable (placeholder) Y : (s 1 : S 1 ):::(s k : S k )Type is of one of the following forms: 1.   Y (s 1 ; :::; s k ) , or 2.   (x : K) 0 , where K is a small ... (Update)

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0.0:   Coercive subtyping and lexical semantics (Extended Abstract) - Luo, Callaghan (1998)   (Correct)
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0.3:   Weak Transitivity in Coercive Subtyping - Zhaohui (2001)   (Correct)
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@misc{ -unknown,
  title = "Unknown",
  url = "citeseer.ist.psu.edu/689956.html" }
Citations (may not include all citations):
84   Computation and Reasoning: A Type Theory for Computer Scienc.. (context) - Luo - 1994

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