/* Copyright (c) 2014 Microsoft Corporation. All rights reserved. Released under Apache 2.0 license as described in the file LICENSE. Author: Leonardo de Moura */ #pragma once #include "util/name_map.h" #include "kernel/expr.h" namespace lean { /** \brief Mapping from metavariable names to metavariable applications (?M ...) */ typedef name_map mvar2meta; /** \brief Auxiliary data-structure for storing the local context, and creating metavariables in the scope of the local context efficiently */ class local_context { name_generator & m_ngen; mvar2meta & m_mvar2meta; list m_ctx; // current local context: a list of local constants buffer m_ctx_buffer; // m_ctx as a buffer buffer m_ctx_domain_buffer; // m_ctx_domain_buffer[i] == abstract_locals(m_ctx_buffer[i], i, m_ctx_buffer.beg public: local_context(name_generator & ngen, mvar2meta & m, list const & ctx); void set_ctx(list const & ctx); /** \brief Given e[l_1, ..., l_n] and assuming \c m_ctx is [l_n : A_n[l_1, ..., l_{n-1}], ..., l_1 : A_1 ], then the result is (Pi (x_1 : A_1) ... (x_n : A_n[x_1, ..., x_{n-1}]), e[x_1, ... x_n]). */ expr pi_abstract_context(expr e, tag g); /** \brief Assuming \c m_ctx is [l_n : A_n[l_1, ..., l_{n-1}], ..., l_1 : A_1 ], return (f l_1 ... l_n). */ expr apply_context(expr const & f, tag g); /** \brief Assuming \c m_ctx is [l_n : A_n[l_1, ..., l_{n-1}], ..., l_1 : A_1 ], return a fresh metavariable \c ?m with type (Pi (x_1 : A_1) ... (x_n : A_n[x_1, ..., x_{n-1}]), Type.{?u}), where \c ?u is a fresh universe metavariable. */ expr mk_type_metavar(tag g); /** \brief Assuming \c m_ctx is [l_n : A_n[l_1, ..., l_{n-1}], ..., l_1 : A_1 ], return (?m l_1 ... l_n) where \c ?m is a fresh metavariable with type (Pi (x_1 : A_1) ... (x_n : A_n[x_1, ..., x_{n-1}]), Type.{?u}), and \c ?u is a fresh universe metavariable. \remark The type of the resulting expression is Type.{?u} */ expr mk_type_meta(tag g); /** \brief Given type[l_1, ..., l_n] and assuming \c m_ctx is [l_n : A_n[l_1, ..., l_{n-1}], ..., l_1 : A_1 ], then the result is a fresh metavariable \c ?m with type (Pi (x_1 : A_1) ... (x_n : A_n[x_1, ..., x_{n-1}]), type[x_1, ... x_n]). If type is none, then the result is a fresh metavariable \c ?m1 with type (Pi (x_1 : A_1) ... (x_n : A_n[x_1, ..., x_{n-1}]), ?m2 x1 .... xn), where ?m2 is another fresh metavariable with type (Pi (x_1 : A_1) ... (x_n : A_n[x_1, ..., x_{n-1}]), Type.{?u}), and \c ?u is a fresh universe metavariable. */ expr mk_metavar(optional const & type, tag g); /** \brief Given type[l_1, ..., l_n] and assuming \c m_ctx is [l_n : A_n[l_1, ..., l_{n-1}], ..., l_1 : A_1 ], return (?m l_1 ... l_n), where ?m is a fresh metavariable created using \c mk_metavar. \see mk_metavar */ expr mk_meta(optional const & type, tag g); void add_local(expr const & l); list const & get_data() const; /** \brief Scope object for restoring the content of the context */ class scope { local_context & m_main; list m_old_ctx; unsigned m_old_sz; public: scope(local_context & main); ~scope(); }; /** \brief Scope object for temporarily replacing the content of the context */ class scope_replace { local_context & m_main; list m_saved; public: scope_replace(local_context & main, list const & new_ctx); ~scope_replace(); }; }; }