package orgeat

You can search for identifiers within the package.

in-package search v0.2.0

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Module
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Class
Class type

include sig ... end

type t = P_z.t s

val deriv : 
  (P_z.t -> P_z.t) ->
  (Literal.Class.t -> P_z.t Smol.Polynomial.Make(Literal.Class).p) ->
  t ->
  t

val zero : t

val is_zero : t -> bool

val one : t

val equal : t -> t -> bool

val map : ('a -> P_z.t) -> 'a s -> t

val add : t -> t -> t

Operations *

val neg : t -> t

val sub : t -> t -> t

val mul : t -> t -> t

val mul_scalar : P_z.t -> t -> t

val seq : t -> t

val set : t -> t

val cycle : t -> t

val seq_at_least_n : int -> t -> t

val seq_at_most_n : int -> t -> t

val tuple_n : int -> t -> t

val seq_bounded : min:int -> max:int -> t -> t

val of_scalar : P_z.t -> t

val of_class : Literal.Class.t -> t

val deriv_class : Literal.Class.t -> t -> t

val substitution : t Map.Make(Literal.Class).t -> t -> t

val eval : P_z.t Map.Make(Literal.Class).t -> t -> t

val deg_class : Literal.Class.t -> t -> int option

val is_polynomial_wrt_class : Literal.Class.t -> t -> bool

val make_jacobian : 
  t Smol.Vector.Make(Literal.Class).v ->
  t Smol.Matrix.Make(Literal.Class).m

val to_string : t -> string

val eval_z_partial : K.t -> t -> t

val eval_z : K.t -> t -> S_applied.t

val deriv_z : t -> t

val deg_z : t -> int option

val is_polynomial_wrt_z : t -> bool