package hardcaml_verify

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hardcaml_verify
- Hardcaml_verify
  - Nusmv
    
    Counter_example_trace
hardcaml_verify.kernel
- Hardcaml_verify_kernel
  - Basic_gates
    
    Uid
  - Cnf
    
    Conjunction
    
    Disjunction
    
    Literal
    
    Model
    
    Model_with_bits
    
    Model_with_vectors
  - Comb_gates
    
    Signed
    
    Sop
    
    TypedMath
    
    Unsigned
    
    Uop
  - Dimacs
  - Is_one_hot
    
    Make
    
    Comb
    
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    Sop
    
    TypedMath
    
    Unsigned
    
    Uop
  - Label
    
    Uid
  - Nusmv
    
    Circuit_properties
    
    Counter_example_trace
    
    Output_parser
    
    Proof_result
    
    With_interface
    
    I
    
    All
    
    M
    
    Let_syntax
    
    Let_syntax
    
    Open_on_rhs
    
    Monad_infix
    
    Comb
    
    Make_comb
    
    Comb
    
    Signed
    
    Sop
    
    TypedMath
    
    Unsigned
    
    Uop
    
    Names_and_widths
    
    Of_always
    
    Of_bits
    
    Of_signal
    
    O
    
    All
    
    M
    
    Let_syntax
    
    Let_syntax
    
    Open_on_rhs
    
    Monad_infix
    
    Comb
    
    Make_comb
    
    Comb
    
    Signed
    
    Sop
    
    TypedMath
    
    Unsigned
    
    Uop
    
    Names_and_widths
    
    Of_always
    
    Of_bits
    
    Of_signal
  - Sat
  - Sec
    
    Equivalence_result
    
    Instantiation_ports_match
    
    Proposition
  - Solver
  - Tseitin
    
    Make
    
    B
    
    S

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Data structure for creating CNF formulae.

Literals are mapped to integer indexes internally so they can be easily converted to DIMACs format for input to a SAT solver, and a model constructed from the output.

module Literal : sig ... end

A literal is an input bit to the CNF. They are constructed with the vector and bit functions, negated with (~:) and managed as a group within a Disjunction.t.

module Disjunction : sig ... end

A collection of literals which are OR'd together.

module Conjunction : sig ... end

A collection of disjunctions which are AND'd together.

type t

val sexp_of_t : t -> Sexplib0.Sexp.t

val (~:) : Literal.t -> Literal.t

Not of a literal.

val create : Conjunction.t -> t

Create CNF from a Conjunction.t.

val fold : t -> init:'a -> f:('a -> Disjunction.t -> 'a) -> 'a

Fold over each disjunction in CNF

val iter : t -> f:(Disjunction.t -> Base.unit) -> Base.unit

Iter over each disjunction in CNF

val to_int_literal : t -> Literal.t -> Base.int Base.option

Get an integer representing the literal. It is negative if the literal is negated. Returns None if the literal is not in the CNF.

val number_of_variables : t -> Base.int

Total number of variables in the CNF

val number_of_clauses : t -> Base.int

Total number of clauses in the CNF.

module type Model = sig ... end

module Model_with_bits : sig ... end

module Model_with_vectors : sig ... end