86 lines
2.6 KiB
OCaml
86 lines
2.6 KiB
OCaml
(**************************************************************************)
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(* *)
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(* Heptagon *)
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(* *)
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(* Author : Marc Pouzet *)
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(* Organization : Demons, LRI, University of Paris-Sud, Orsay *)
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(* *)
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(**************************************************************************)
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(* scheduling of equations *)
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(* $Id$ *)
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open Misc
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open Minils
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open Graph
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open Dep
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(* possible overlapping between clocks *)
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let join ck1 ck2 =
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let n1 = Vars.head ck1
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and n2 = Vars.head ck2 in
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(* C1(x1) on ... on Cn(xn) with C'1(x'1) on ... on C'k(x'k) *)
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match n1, n2 with
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[], [] -> true
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| x1 ::_, x2 ::_ when x1 = x2 -> true
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| _ -> false
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let join eq1 eq2 = join (Vars.clock eq1) (Vars.clock eq2)
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(* possible overlapping between nodes *)
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(*let head e =
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match e with
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| Emerge(_, c_e_list) -> List.fold (fun acc e -> Vars.head (clock e) :: acc)
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| e -> [Vars.head (clock e)]
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(* e1 define a pieces of control structures with *)
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(* paths on clock C1(x1) on ... on Cn(xn) ... *)
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(* e1 can be merged if *)
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let n1_list = head e1 in
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let n2_list = head e2 in
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*)
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(* clever scheduling *)
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let schedule eq_list =
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let rec recook = function
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| [] -> []
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| node :: node_list -> node >> (recook node_list)
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and (>>) node node_list =
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try
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insert node node_list
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with
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Not_found -> node :: node_list
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and insert node = function
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| [] -> raise Not_found
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| node1 :: node_list ->
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if linked node node1 then raise Not_found
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else
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try
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node1 :: (insert node node_list)
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with
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| Not_found ->
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if join (containt node) (containt node1)
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then node :: node1 :: node_list
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else raise Not_found in
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let node_list, _ = DataFlowDep.build eq_list in
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let node_list = recook (topological node_list) in
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let node_list = List.rev node_list in
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let node_list = recook node_list in
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let node_list = List.rev node_list in
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List.map containt node_list
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let schedule_contract ({ c_eq = eqs } as c) =
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let eqs = schedule eqs in
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{ c with c_eq = eqs }
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let node ({ n_contract = contract; n_equs = eq_list } as node) =
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let contract = optional schedule_contract contract in
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let eq_list = schedule eq_list in
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{ node with n_equs = eq_list; n_contract = contract }
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let program ({ p_nodes = p_node_list } as p) =
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{ p with p_nodes = List.map node p_node_list }
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