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- <div class="text"><p>烟草货源投放智能分配技术方案</p>
- <p>一、项目总览</p>
- <p>本项目分两步基于历史数据实现下一周的精准货源分配:</p>
- <ol>
- <li><p><strong>需求得分计算</strong>: 量化评估每位零售商对每个品规的需求程度。</p></li>
- <li><p><strong>投放量分配</strong>: 根据得分动态分配总库存至零售商,实现科学供货。</p></li>
- </ol>
- <p>第一步:需求得分计算</p>
- <ol>
- <li><p><strong>核心指标定义与业务意义</strong></p>
- <p>为精准评估零售商对每个品规的需求程度,需从 <strong>销售效率</strong>、<strong>拿货积极性</strong>、<strong>库存风险</strong>、<strong>未来潜力</strong> 四大维度选取指标,具体定义如下:</p>
- <p>(1) <strong>销售能力 (A)</strong></p>
- <p>计算公式:</p>
- <p>[ A = \frac{\text{本周销售量}}{\text{本周销售量} + \text{本周库存量}} ]</p>
- <p><strong>业务意义</strong>:</p>
- <p><strong>反映库存周转效率</strong>: 该指标衡量零售商将库存转化为实际销售的能力。</p>
- <p>若 A 值高(接近 1),说明库存快速售罄,商户销售能力强,需优先分配更多货源。</p>
- <p>若 A 值低(接近 0),可能库存积压或销售乏力,需减少分配。</p>
- <p><strong>行业适配性</strong>: 烟草产品具有保质期限制,高效周转可避免滞销损失。</p>
- <p>(2) <strong>订单满足率 (D)</strong></p>
- <p>计算公式:</p>
- <p>[ D = \frac{\text{订单满足率}}{\text{需求量}} = \frac{\text{投放量}}{\text{需求量}} ]</p></li>
- </ol>
- </div>
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" alt="Page 1 Image">
- </a>
- </div>
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- </div>
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- <div class="page-section" id="page-2">
- <div class="text"><p>业务意义:</p>
- <p>衡量供需匹配度:</p>
- <p>若 $D$ 值高(接近 1),说明当前投放量已充分满足商户需求,反映商户拿货积极性和供货能力。</p>
- <p>若 $D$ 值低(接近 0),可能存在供货不足或商户虚报需求(需结合其他指标排查)。</p>
- <p>动态调整依据:高需求但低满足率的商户可能是潜在增长点,需重点关注。</p>
- <p>(3) 库存健康度 (I)</p>
- <p>计算公式:</p>
- <p>$$ I = \frac{1}{\text{本周剩余库存量} + 1} $$</p>
- <p>业务意义:</p>
- <p>反向控制库存积压风险:</p>
- <p>库存量越大,得分越低,可避免过度分配给高库存商户。</p>
- <p>公式中“+1”用于防止零库存时计算错误。</p>
- <p>平衡短期与长期需求:高库存商户可能面临资金占用或产品过期风险,需优先消化库存。</p>
- <p>(4) 下一周预估销量 (P)</p>
- <p>计算方法:</p>
- <p>使用 ARIMA + Prophet 时间序列模型预测下周销量。</p>
- <ul>
- <li>ARIMA:捕捉历史销量的趋势和周期性(如月度波动)。</li>
- <li>Prophet:适配节假日、促销活动等外部因素。</li>
- </ul>
- <p>业务意义:</p>
- <p>前瞻性决策支持:通过预测未来销量,提前分配货源,避免“事后补救”导致的供需失衡。公式中“+1”</p>
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" 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- <div class="text"><p>动态市场响应:例如,春节前烟草需求激增,模型可自动提升相关品规的分配权重。</p>
- <p>为什么选择这 4 个指标?</p>
- <p>全面性:
- - 销售能力(A)和订单满足率(D)聚焦当前状态,反映商户的即期表现。
- - 库存健康度(I)控制历史遗留风险,避免路径依赖。
- - 预估销量(P)引入未来潜力,实现动态平衡。</p>
- <p>可操作性:
- - 所有指标均基于现有数据字段(订单表、零售表),无需额外采集。
- - 通过标准化和权重分配,量化评估复杂度可控。</p>
- <ol start="2">
- <li>指标标准化处理:消除量纲差异,确保指标可比性。</li>
- </ol>
- <p>销售能力(A)、订单满足率(D)、预估销量(P):采用 Z-Score 标准化(抗极端值):</p>
- <p>[ A' = \frac{A - \mu<em>A}{\sigma</em>A}, \quad D' = \frac{D - \mu<em>D}{\sigma</em>D}, \quad P' = \frac{P - \mu<em>P}{\sigma</em>P} ]</p>
- <p>库存健康度(I):采用 Min-Max 归一化(强制映射到[0,1]):</p>
- <p>[ I' = \frac{I - I<em>{\min}}{I</em>{\max} - I_{\min}} ]</p>
- <ol start="3">
- <li>权重分配与得分计算</li>
- </ol>
- <p>机器学习调权(GBDT 模型):</p>
- <p>(1)训练目标:以历史实际销量为因变量,4 个指标为特征。</p>
- <p>(2)输出权重:模型特征重要性即为权重 ( \omega<em>A, \omega</em>D, \omega<em>I, \omega</em>P )</p>
- <p>(3)业务解释:
- - 若某区域库存积压严重,模型会提升 ( \omega<em>I ) 权重,自动强化库存管控。
- - 节假日期间,( \omega</em>P ) 权重上升,反映季节性需求。</p>
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" 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- </a>
- </div>
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- </div>
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- <div class="page-section" id="page-4">
- <div class="text"><p>得分公式:</p>
- <p>[ S = \omega<em>A \times A' + \omega</em>D \times D' + \omega<em>I \times I' + \omega</em>P \times P' ]</p>
- <p>得分归一化:映射为 0-100 分,便于业务解读</p>
- <p>[ S<em>{\text{final}} = \frac{S - S</em>{\text{min}}}{S<em>{\text{max}} - S</em>{\text{min}}} \times 100 ]</p>
- <p>第二步:投放量分配</p>
- <p>分配策略设计</p>
- <p>总量约束:每个品规的商业总库存为 Q</p>
- <p>指数分布分配:</p>
- <p>(1)归一化得分:将得分转换为概率分布:</p>
- <p>[ p<em>i = \frac{e^{\alpha S</em>i}}{\sum<em>{j=1}^{n} e^{\alpha S</em>j}} ]</p>
- <p>( \alpha ) 为平滑系数(默认 0.8),值越大,高分商户分配比例非线性增长。</p>
- <p>(2)分配量计算:</p>
- <p>投放量 ( i = Q \times p_i )</p>
- <p>分配策略优势:</p>
- <ul>
- <li><p>强化头部效应:优先满足高需求商户,提升整体销售效率。</p></li>
- <li><p>规避平均主义:传统线性分配易导致资源分散,指数分布聚焦核心客户</p></li>
- </ul>
- </div>
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" alt="Page 4 Image">
- </a>
- </div>
-
- </div>
-
- <div class="page-section" id="page-5">
- <div class="text"><p>二、交付成果</p>
- <p>需求得分表:含零售商-品规的4项指标值、总得分、等级标签。(部分)</p>
- <table>
- <thead>
- <tr>
- <th>客户编码</th>
- <th>品规编码</th>
- <th>销售能力 A</th>
- <th>订单满足率 D</th>
- <th>库存健康度 I</th>
- <th>预估销量 P</th>
- <th>总得分 S</th>
- <th>等级</th>
- </tr>
- </thead>
- <tbody>
- <tr>
- <td>C001</td>
- <td>P123</td>
- <td>0.85</td>
- <td>0.90</td>
- <td>0.70</td>
- <td>120</td>
- <td>82</td>
- <td>优质</td>
- </tr>
- <tr>
- <td>C002</td>
- <td>P123</td>
- <td>0.60</td>
- <td>0.50</td>
- <td>0.30</td>
- <td>80</td>
- <td>45</td>
- <td>一般</td>
- </tr>
- </tbody>
- </table>
- <p>投放量明细表:针对每个品规精确到户的投放量,支持直接导入业务系统。</p>
- <table>
- <thead>
- <tr>
- <th>城市</th>
- <th>零售户编码</th>
- <th>零售户名称</th>
- <th>品规编码</th>
- <th>档位</th>
- <th>标签</th>
- <th>建议投放量</th>
- </tr>
- </thead>
- <tbody>
- <tr>
- <td>云浮市</td>
- <td>C001</td>
- <td>P1 便利店</td>
- <td>P123</td>
- <td>三十档</td>
- <td>便利店, 居民区</td>
- <td>90</td>
- </tr>
- <tr>
- <td>云浮市</td>
- <td>C002</td>
- <td>P2 商场</td>
- <td>P123</td>
- <td>三十档</td>
- <td>超市, 高档商圈</td>
- <td>80</td>
- </tr>
- </tbody>
- </table>
- </div>
-
- <div class="image">
- <a href="None#page=5" target="_blank">
- <img 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" 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