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278 lines
2.5 KiB
278 lines
2.5 KiB
# Generated by the following form.
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# (loop for regexp in (append
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# coq-solve-tactics
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# coq-keywords
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# coq-reserved
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# coq-tactics
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# coq-tacticals
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# (list "Set" "Type" "Prop"))
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# append (split-string regexp (regexp-quote "\\s-+")) into words
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# finally (loop initially (goto-char (point-max))
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# for word in (delete-dups (sort words 'string<))
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# do (insert word) (newline)))
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Abort
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About
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Abstract
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Add
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Admit
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Admitted
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All
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Arguments
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AutoInline
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Axiom
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Bind
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Canonical
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Cd
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Chapter
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Check
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Close
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CoFixpoint
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CoInductive
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Coercion
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Coercions
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Comments
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Conjecture
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Constant
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Constructors
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Corollary
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Declare
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Defined
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Definition
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Delimit
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Dependent
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Depth
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Derive
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End
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Eval
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Export
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Extern
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Extract
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Extraction
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Fact
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False
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Field
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File
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Fixpoint
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Focus
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Function
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Functional
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Goal
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Hint
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Hypotheses
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Hypothesis
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Hyps
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Identity
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If
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Immediate
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Implicit
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Import
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Inductive
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Infix
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Inline
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Inlined
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Inspect
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Inversion
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Language
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Lemma
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Let
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Library
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Limit
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LoadPath
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Local
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Locate
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Ltac
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ML
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Module
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Morphism
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Next Obligation
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NoInline
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Notation
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Notations
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Obligation
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Obligations
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Off
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On
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Opaque
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Open
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Optimize
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Parameter
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Parameters
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Path
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Print
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Printing
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Program
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Proof
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Prop
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Pwd
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Qed
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Rec
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Record
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Recursive
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Remark
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Remove
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Require
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Reserved
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Reset
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Resolve
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Rewrite
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Ring
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Save
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Scheme
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Scope
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Search
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SearchAbout
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SearchPattern
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SearchRewrite
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Section
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Semi
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Set
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Setoid
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Show
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Solve
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Sort
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Strict
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Structure
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Synth
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Tactic
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Test
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Theorem
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Time
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Transparent
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True
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Type
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Undo
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Unfocus
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Unfold
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Unset
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Variable
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Variables
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Width
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Wildcard
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abstract
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absurd
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after
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apply
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as
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assert
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assumption
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at
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auto
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autorewrite
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beta
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by
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case
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cbv
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change
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clear
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clearbody
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cofix
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coinduction
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compare
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compute
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congruence
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constructor
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contradiction
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cut
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cutrewrite
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decide
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decompose
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delta
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dependent
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dest
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destruct
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discrR
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discriminate
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do
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double
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eapply
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eauto
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econstructor
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eexists
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eleft
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elim
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else
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end
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equality
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esplit
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exact
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exists
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fail
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field
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first
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firstorder
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fix
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fold
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forall
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fourier
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fun
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functional
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generalize
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hnf
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idtac
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if
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in
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induction
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info
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injection
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instantiate
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into
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intro
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intros
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intuition
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inversion
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inversion_clear
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iota
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lapply
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lazy
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left
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let
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linear
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load
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match
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move
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omega
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pattern
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pose
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progress
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prolog
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quote
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record
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red
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refine
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reflexivity
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rename
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repeat
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replace
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return
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rewrite
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right
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ring
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set
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setoid
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setoid_replace
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setoid_rewrite
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simpl
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simple
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simplify_eq
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solve
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specialize
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split
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split_Rabs
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split_Rmult
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stepl
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stepr
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struct
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subst
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sum
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symmetry
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tauto
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then
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transitivity
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trivial
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try
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unfold
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until
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using
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with
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zeta
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