readme: verbose
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# statement logic !!!
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things you can do with this:
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things that are in here:
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### general things
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### general statement things
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#### [Logic/Statement/Parse.hs](Logic/Statement/Serialize.hs)
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- parse string -> statement
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- serialize a statement -> plaintext, LaTeX, or L (the formal language)
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#### [Logic/Language/Impl/L.hs](Logic/Language/Impl/L.hs)
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- parse L (the formal language) string -> statement
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- serialize a statement to plaintext, LaTeX, L (the formal language)
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### semantic things (statements have meaning I guess)
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- evaluate statements
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- from a statement generate a LaTeX truth table
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#### [Logic/Statement/Eval.hs](Logic/Statement/Eval.hs)
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- assign truth values and evaluate statements
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- determine tautology, contradiction, or contingent
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#### [Logic/Statement/Serialize.hs](Logic/Statement/Serialize.hs)
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- generate a LaTeX truth table from a statement
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#### [Logic/Statements/Laws.hs](Logic/Statements/Laws.hs)
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- match/replace patterns in statements (e.g. logical laws)
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- verify logical-law equivalence of statements (TODO)
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- find logical-law equivalence of statements with breadth-first search
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- find logical-law equivalence of statements with breadth-first search (slow)
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### syntactic things (statements are strings of symbols)
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- implement formal languages (symbols, axioms schemas, and inference rules):
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#### [Logic/Language.hs](Logic/Language.hs)
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- implement formal languages (symbols, axioms schemas, and inference rules)
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with a clunky api, see also
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<https://en.wikipedia.org/wiki/Post_canonical_system>
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### [Logic/Language/Derivation.hs](Logic/Language/Derivation.hs)
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- verify derivations in formal languages
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### formal languages implemented
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- the MIU system (from "Gödel, Escher, Bach")
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- L
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- [the MIU system](Logic/Language/Impl/MIU.hs) (from "Gödel, Escher, Bach")
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- [L](Logic/Language/Impl/L.hs)
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### general things
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#### [Logic/Parse.hs](Logic/Parse.hs)
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- generic sequence parser
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#### [Logic/Graph.hs](Logic/Graph.hs)
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- generic breadth-first search
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## requirements
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