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QCaml/common/lib/powers.mli

59 lines
1.2 KiB
OCaml

(** Powers *)
(* Contains powers of $x$, $y$ and $z$ describing the polynomials in
* atomic basis sets.
*)
(** Type *)
type t = private {
x : int ;
y : int ;
z : int ;
tot : int ; (* ~tot~ always contains ~x+y+z~. *)
}
(** Conversions *)
val of_int_tuple : int * int * int -> t
(** Powers.of_int_tuple (2,3,1);;
* - : Powers.t = x^2 + y^3 + z^1
*)
val to_int_tuple : t -> int * int * int
(** Powers.(to_int_tuple (of_int_tuple (2,3,1)));;
* - : int * int * int = (2, 3, 1)
*)
(** Operations *)
val get : Coordinate.axis -> t -> int
(** Returns the value of the power for $x$, $y$ or $z$.
*
* Powers.get Coordinate.Y (Powers.of_int_tuple (2,3,1));;
* - : int = 3
*
*)
val incr : Coordinate.axis -> t -> t
(** Returns a new ~Powers.t~ with the power on the given axis incremented.
*
* Powers.incr Coordinate.Y (Powers.of_int_tuple (2,3,1));;
* - : Powers.t = x^2 + y^4 + z^1
*)
val decr : Coordinate.axis -> t -> t
(** Returns a new ~Powers.t~ with the power on the given axis decremented.
* As opposed to ~of_int_tuple~, the values may become negative.
*
* Powers.decr Coordinate.Y (Powers.of_int_tuple (2,3,1));;
* - : Powers.t = x^2 + y^2 + z^1
*)
(** Printers *)
val pp : Format.formatter -> t -> unit