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PFDSの演習問題8.3の解答案 (コンパイルが通ることは確認、未実行)
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| -module(hood_melville_queue). % Exercise 8.3 version | |
| -export([empty/0, snoc/2, tail/1]). | |
| empty() -> | |
| {0, [], idle, []}. | |
| snoc({Diff, F, State, R}, X) -> | |
| check({Diff-1, F, State, [X | R]}). | |
| tail({Diff, [_ | F], State, R}) -> | |
| check({Diff-1, F, invalidate(State), R}). | |
| invalidate({reversing, Ok, F0, F1, R0, R1}) -> {reversing, Ok-1, F0, F1, R0, R1}; | |
| invalidate({appending, 0, _F1, [_X | R1]}) -> {done, R1}; | |
| invalidate({appending, Ok, F1, R1}) -> {appending, Ok-1, F1, R1}; | |
| invalidate(State) -> State. | |
| check({-1, F, State, R}) -> | |
| idle = State, % assertion | |
| NewState = {reversing, 0, F, [], R, []}, | |
| exec2({0, F, NewState, []}); | |
| check(Q) -> | |
| exec2(Q). | |
| exec2({Diff0, F, State0, R}) -> | |
| {Diff1, State1} = exec(exec({Diff0, State0})), | |
| case State1 of | |
| {done, NewF} -> {Diff1, NewF, idle, R}; | |
| _ -> {Diff1, F, State1, R} | |
| end. | |
| exec({Diff, {reversing, Ok, [X | F0], F1, [Y | R0], R1}}) -> | |
| {Diff+2, {reversing, Ok+1, F0, [X | F1], R0, [Y | R1]}}; % 旧`lenf + lenr`の値をインクリメンタルに求める | |
| exec({Diff, {reversing, Ok, [], F1, [Y], R1}}) -> | |
| {Diff+1, {appending, Ok, F1, [Y | R1]}}; % 同上 | |
| exec({Diff, {appending, 0, _F1, R1}}) -> | |
| {Diff, {done, R1}}; | |
| exec({Diff, {appending, Ok, [X | F1], R1}}) -> | |
| {Diff, {appending, Ok-1, F1, [X | R1]}}; | |
| exec({Diff, State}) -> | |
| {Diff, State}. |
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