Update normal_chat.py
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@@ -744,16 +744,18 @@ class NormalChat:
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# 计算回复概率(reply_count在总消息中的比值)
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# 计算回复概率(reply_count在总消息中的比值)
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reply_ratio = reply_count / total_messages if total_messages > 0 else 0
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reply_ratio = reply_count / total_messages if total_messages > 0 else 0
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# 使用对数函数让低比率时概率上升更快:log(1 + ratio * k) / log(1 + k)
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# 使用对数函数让低比率时概率上升更快:log(1 + ratio * k) / log(1 + k) + base
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# k=10时,0.1比率对应约0.67概率,0.5比率对应约0.95概率
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# k=7时,0.05比率对应约0.4概率,0.1比率对应约0.6概率,0.2比率对应约0.8概率
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k_reply = 10
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k_reply = 7
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reply_build_probability = math.log(1 + reply_ratio * k_reply) / math.log(1 + k_reply) if reply_ratio > 0 else 0
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base_reply_prob = 0.1 # 基础概率10%
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reply_build_probability = (math.log(1 + reply_ratio * k_reply) / math.log(1 + k_reply)) * 0.9 + base_reply_prob if reply_ratio > 0 else base_reply_prob
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# 计算接收概率(receive_count的影响)
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# 计算接收概率(receive_count的影响)
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receive_ratio = receive_count / total_messages if total_messages > 0 else 0
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receive_ratio = receive_count / total_messages if total_messages > 0 else 0
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# 接收概率使用更温和的对数曲线,最大0.4
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# 接收概率使用更温和的对数曲线,最大0.5,基础0.08
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k_receive = 8
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k_receive = 6
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receive_build_probability = (math.log(1 + receive_ratio * k_receive) / math.log(1 + k_receive)) * 0.4 if receive_ratio > 0 else 0
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base_receive_prob = 0.08 # 基础概率8%
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receive_build_probability = (math.log(1 + receive_ratio * k_receive) / math.log(1 + k_receive)) * 0.42 + base_receive_prob if receive_ratio > 0 else base_receive_prob
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# 取最高概率
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# 取最高概率
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final_probability = max(reply_build_probability, receive_build_probability)
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final_probability = max(reply_build_probability, receive_build_probability)
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