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"""
离线约束求解器:把「骑士与无赖」谜题的结构化陈述翻译成约束满足问题(CSP),
用 python-constraint 库求解——这是实验 5-2 想论证的「代码求解」路径的确定性参考实现。
它不依赖任何 LLM / 网络,可完全离线运行,因此既用于 build_puzzles.py 校验谜题
「解唯一」,也用于 demo.py 的 solver 模式给出约束求解基线(理论上 100% 正确)。
【结构化陈述 DSL】每句话用一个 JSON 可序列化的列表表示,节点形式如下
(True=骑士/说真话,False=无赖/说假话):
["is", target, "knight"|"knave"] # target 是骑士 / 无赖
["same", a, b] # a 和 b 是同一类人
["diff", a, b] # a 和 b 是不同类人
["count", "knight"|"knave", op, k] # 全体中该角色的人数 op k, op ∈ {">=","<=","=="}
["and", s1, s2] # 合取
["or", s1, s2] # 析取
["not", s1] # 否定
["implies", s1, s2] # 蕴含 s1 -> s2
["iff", s1, s2] # 双条件 s1 <-> s2
关键建模规则:对每位说话者 X 加一条【双条件约束】 `t[X] == eval_stmt(X 的话)`——
X 是骑士当且仅当他的话为真。绝不能把话本身当作硬约束。
"""
from constraint import Problem
_OPS = {">=": lambda a, b: a >= b,
"<=": lambda a, b: a <= b,
"==": lambda a, b: a == b}
def eval_stmt(node, t):
"""在赋值 t(name->bool, True=骑士) 下求某句话的语义真值。"""
tag = node[0]
if tag == "is":
_, target, role = node
return t[target] if role == "knight" else (not t[target])
if tag == "same":
return t[node[1]] == t[node[2]]
if tag == "diff":
return t[node[1]] != t[node[2]]
if tag == "count":
_, role, op, k = node
want = (role == "knight")
cnt = sum(1 for v in t.values() if v == want)
return _OPS[op](cnt, k)
if tag == "and":
return eval_stmt(node[1], t) and eval_stmt(node[2], t)
if tag == "or":
return eval_stmt(node[1], t) or eval_stmt(node[2], t)
if tag == "not":
return not eval_stmt(node[1], t)
if tag == "implies":
return (not eval_stmt(node[1], t)) or eval_stmt(node[2], t)
if tag == "iff":
return eval_stmt(node[1], t) == eval_stmt(node[2], t)
raise ValueError(f"未知的陈述节点: {node!r}")
def solve(names, structs):
"""用 python-constraint 求解,返回所有满足约束的赋值(dict name->bool)列表。
names : 居民名字列表
structs : dict name -> 该居民陈述的结构化 DSL
"""
problem = Problem()
for n in names:
problem.addVariable(n, [True, False])
# 对每位说话者加一条双条件约束:t[X] == (X 的话为真)
for speaker in names:
stmt = structs.get(speaker)
if stmt is None:
continue
def make_constraint(speaker=speaker, stmt=stmt):
def constraint(*values):
t = dict(zip(names, values))
return t[speaker] == eval_stmt(stmt, t)
return constraint
problem.addConstraint(make_constraint(), names)
return problem.getSolutions()
def solve_labeled(names, structs):
"""求解并把布尔解转成 {name: 'knight'/'knave'}。返回解列表(通常唯一)。"""
out = []
for sol in solve(names, structs):
out.append({n: ("knight" if sol[n] else "knave") for n in names})
return out
def render_nl(node):
"""把结构化陈述渲染成中文题面(供随机生成的谜题使用)。"""
tag = node[0]
if tag == "is":
role = "骑士" if node[2] == "knight" else "无赖"
return f"{node[1]}{role}"
if tag == "same":
return f"{node[1]}{node[2]} 是同一类人。"
if tag == "diff":
return f"{node[1]}{node[2]} 是不同类人。"
if tag == "count":
role = "骑士" if node[1] == "knight" else "无赖"
word = {">=": "至少", "<=": "至多", "==": "恰好"}[node[2]]
return f"我们当中{word}{node[3]}{role}"
if tag == "and":
return f"{render_nl(node[1])[:-1]},并且 {render_nl(node[2])}"
if tag == "or":
return f"{render_nl(node[1])[:-1]},或者 {render_nl(node[2])}"
if tag == "not":
return f"以下说法不成立:{render_nl(node[1])}"
if tag == "implies":
return f"如果 {render_nl(node[1])[:-1]},那么 {render_nl(node[2])}"
if tag == "iff":
return f"{render_nl(node[1])[:-1]},当且仅当 {render_nl(node[2])}"
raise ValueError(f"未知的陈述节点: {node!r}")
if __name__ == "__main__":
# 自测:kk01 —— A 说"B 是无赖"B 说"我们都不是骑士"
names = ["A", "B"]
structs = {
"A": ["is", "B", "knave"],
"B": ["and", ["is", "A", "knave"], ["is", "B", "knave"]],
}
print("求解结果:", solve_labeled(names, structs))