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compiler/minils/transformations/schedule_interf.ml
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174
compiler/minils/transformations/schedule_interf.ml
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(** A scheduler that tries to minimize interference between variables, in
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order to have a more efficient memory allocation. *)
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open Idents
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open Minils
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open Mls_utils
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open Misc
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open Sgraph
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module EqMap =
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Map.Make (
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struct type t = eq
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let compare = compare
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end)
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let eq_clock eq =
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eq.eq_rhs.e_ck
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module Cost =
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struct
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(** Returns the minimum of the values in the map.
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Picks an equation with the clock ck if possible. *)
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let min_map ck m =
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let one_min k d (v,eq,same_ck) =
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match eq with
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| None -> (d, Some k, eq_clock k = ck)
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| Some eq ->
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if d < v then
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(d, Some k, eq_clock eq = ck)
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else if d = v & not same_ck & eq_clock eq = ck then
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(v, Some k, true)
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else
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(v, Some eq, same_ck)
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in
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let _, eq, _ = EqMap.fold one_min m (0, None, false) in
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match eq with
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| None -> assert false
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| Some eq -> eq
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(** Remove from the elements the elements whose value is zero or negative. *)
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let remove_null m =
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let check_not_null k d m =
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if d > 0 then Env.add k d m else m
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in
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Env.fold check_not_null m Env.empty
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(** [remove_uses l m] decrease by one the value in the map m of each element
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in the list l. This corresponds to removing one use for each variable. *)
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let remove_uses l m =
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let remove_one_use k d m =
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if (List.mem k l) & (d - 1 > 0) then
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Env.add k (d-1) m
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else
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m
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in
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Env.fold remove_one_use m m
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(** Returns the list of variables killed by an equation (ie vars
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used by the equation and with use count equal to 1). *)
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let killed_vars eq var_uses =
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let is_killed acc v =
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begin try
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if Env.find v var_uses = 1 then
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acc + 1
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else
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acc
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with Not_found ->
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Format.printf "not found variable : %s" (name v); assert false
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end
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in
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List.fold_left is_killed 0 (Vars.read false eq)
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(** [uses x eq_list] returns the number of uses of the variable x
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in the lits of equations eq_list. *)
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let uses x eq_list =
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let appears_in_eq x eq =
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if List.mem x (Vars.read false eq) then
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1
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else
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0
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in
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List.fold_left (fun v eq -> (appears_in_eq x eq) + v) 0 eq_list
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(** Adds variables from the list l to the map m.
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eq_list is used to compute the initial number of uses of this variable. *)
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let add_vars l eq_list m =
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List.fold_left (fun m v -> Env.add v (uses v eq_list) m) m l
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(** Compute the cost of all the equations in rem_eqs using var_uses.
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So far, it uses only the number of killed and defined variables. *)
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let compute_costs var_uses rem_eqs =
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let cost eq =
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let nb_killed_vars = killed_vars eq var_uses in
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let nb_def_vars = List.length (Vars.def [] eq) in
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nb_def_vars - nb_killed_vars
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in
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List.fold_left (fun m eq -> EqMap.add eq (cost eq) m) EqMap.empty rem_eqs
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(** Initialize the costs data structure. *)
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let init_cost eq_list inputs =
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add_vars inputs eq_list Env.empty
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(** [update_cost eq eq_list var_uses] updates the costs data structure
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after eq has been chosen as the next equation to be scheduled.
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It updates uses and adds the new variables defined by this equation.
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*)
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let update_cost eq eq_list var_uses =
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let var_uses = remove_uses (Vars.read false eq) var_uses in
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add_vars (Vars.def [] eq) eq_list var_uses
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(** Returns the next equation, chosen from the list of equations rem_eqs *)
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let next_equation rem_eqs ck var_uses =
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let eq_cost = compute_costs var_uses rem_eqs in
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min_map ck eq_cost
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end
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(** Returns the list of 'free' nodes in the dependency graph (nodes without
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predecessors). *)
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let free_eqs node_list =
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let is_free n =
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(List.length n.g_depends_on) = 0
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in
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List.map (fun n -> n.g_containt) (List.filter is_free node_list)
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let rec node_for_eq eq nodes_list =
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match nodes_list with
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| [] -> raise Not_found
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| n::nodes_list ->
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if eq = n.g_containt then
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n
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else
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node_for_eq eq nodes_list
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(** Remove an equation from the dependency graph. All the edges to
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other nodes are removed. *)
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let remove_eq eq node_list =
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let n = node_for_eq eq node_list in
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List.iter (remove_depends n) n.g_depends_on;
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List.iter (fun n2 -> remove_depends n2 n) n.g_depends_by;
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List.filter (fun n2 -> n.g_tag <> n2.g_tag) node_list
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(** Main function to schedule a node. *)
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let schedule eq_list inputs node_list =
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let rec schedule_aux rem_eqs sched_eqs node_list ck costs =
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match rem_eqs with
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| [] -> sched_eqs
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| _ ->
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(* First choose the next equation to schedule depending on costs*)
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let eq = Cost.next_equation rem_eqs ck costs in
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(* remove it from the dependency graph *)
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let node_list = remove_eq eq node_list in
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(* update the list of equations ready to be scheduled *)
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let rem_eqs = free_eqs node_list in
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(* compute new costs for the next step *)
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let costs = Cost.update_cost eq eq_list costs in
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schedule_aux rem_eqs (eq::sched_eqs) node_list (eq_clock eq) costs
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in
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let costs = Cost.init_cost eq_list inputs in
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let rem_eqs = free_eqs node_list in
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List.rev (schedule_aux rem_eqs [] node_list Clocks.Cbase costs)
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let schedule_contract c =
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c
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let node _ () f =
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let contract = optional schedule_contract f.n_contract in
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let inputs = List.map (fun vd -> vd.v_ident) (f.n_input@f.n_local) in
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let node_list, _ = DataFlowDep.build f.n_equs in
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let f = { f with n_equs = schedule f.n_equs inputs node_list; n_contract = contract } in
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f, ()
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let program p =
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let funs = { Mls_mapfold.defaults with Mls_mapfold.node_dec = node } in
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let p, () = Mls_mapfold.program_it funs () p in
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p
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