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    請使用永久網址來引用或連結此文件: https://ir.lib.ncu.edu.tw/handle/987654321/110856


    題名: 基於異質圖神經網路的美髮業顧客回訪時間預測系統;Heterogeneous Graph Neural Network-Based Customer Return-Time Prediction for the Hair-Salon Industry
    作者: 蔡朝安;AN, CAI CHAO
    貢獻者: 資訊工程學系在職專班
    關鍵詞: 顧客回訪時間預測;異質圖神經網路;組合式損失;美髮服務業;Graph Attention Network;customer return-time prediction;heterogeneous graph neural network;Graph Attention Network;multi-loss;hair-salon service industry
    日期: 2026-07-29
    上傳時間: 2026-10-20 16:32:22 (UTC+8)
    出版者: 國立中央大學
    摘要: 台灣美髮美容產業市場高度分散、以中小型店家為主,普遍面臨顧客留存不易、新客獲取成本偏高的經營挑戰。現行客戶關係管理(Customer Relationship Management, CRM)系統多採固定週期的規則式提醒,缺乏對個別顧客回訪時機的預測能力,導致店家常在不恰當的時間點聯繫顧客而錯失回訪。本研究針對美髮業顧客回訪時間預測問題,僅利用既有銷售點(point-of-sale, POS)系統累積的歷史交易資料,提出一個以業務成效為導向的異質圖神經網路 regression 架構。該架構以跨店全局異質圖(8 種節點、多種邊類型)建模顧客-設計師-服務之間的異質關係,串接三層 Heterogeneous GAT encoder、temporal encoding、cross-split causal history Transformer 與 raw feature bypass,並注入最佳 baseline 梯度提升樹方法(Gradient Boosting Machine, GBM)的預測作為殘差特徵(GBM-residual stacking),最後以結合 days-space Huber、direct-days、15 天 hinge 與 bucket 輔助的組合式損失(multi-loss)訓練,並以業務指標導向的 composite metric-aware early stopping 選模。
    在與本研究完全相同的 89 維輸入與同一測試集(n = 103,382)下,本研究模型達到平均絕對誤差(Mean Absolute Error, MAE)8.5650 天、均方根誤差(Root Mean Squared Error, RMSE)13.1118 天、15 天內準確率 79.50%,相對 MAE 最低之最佳 baseline GBM(MAE 10.3951、RMSE 15.8021、15 天內準確率 74.35%)全面領先(MAE 改善 1.83 天、約 17.6%;15 天內準確率提升 5.15 個百分點)。此差距通過 Wilcoxon signed-rank、paired t-test 與 McNemar 配對檢定(皆 p < 0.001),且 95% 信賴區間 [−1.8687, −1.7906] 不含 0;於 14 個時間窗的 walk-forward 重訓重測中對 GBM 取得 12 勝 2 負,顯示跨時間切點之穩健性。本研究的主要貢獻為:在相同特徵輸入下,以異質圖結構搭配跨切割因果歷史與組合式設計,於回訪時間預測上顯著超越最佳 baseline GBM,為店家在最佳時機主動聯繫顧客提供可量化的技術基礎。此處統計顯著(p < 0.001 且 95% 信賴區間不含 0)的實務意義在於:本研究模型的領先並非來自測試集的抽樣偶然,而是可在同規模資料上穩定重現的差距,這對於將模型實際部署於 CRM 名單生成、據以安排主動聯繫時程,具有可信賴的決策價值。;The Taiwanese hair-salon and beauty industry is highly fragmented and dominated by small and medium-sized stores, which commonly struggle with customer retention and high new-customer acquisition costs. Existing customer relationship management (CRM) systems rely on fixed-cycle, rule-based reminders and cannot predict when an individual customer will return, so stores often contact customers at the wrong time and lose repeat visits. This study addresses customer return-time prediction for the hair-salon industry using only the historical transaction records already accumulated in the point-of-sale (POS) system, and proposes a business-oriented heterogeneous graph neural network regression architecture. The architecture builds a single cross-store global heterogeneous graph (8 node types and multiple edge types) to model the heterogeneous relations among customers, designers and services, and combines a three-layer Heterogeneous GAT encoder, temporal encoding, a cross-split causal history Transformer and a raw feature bypass; it further injects the prediction of the best baseline, GBM, as a residual feature (GBM-residual stacking), is trained with a multi-loss objective (a days-space Huber loss, a direct-days loss, a 15-day hinge loss and a bucket auxiliary loss), and is selected with a business-oriented composite metric-aware early-stopping criterion.
    Under exactly the same 89-dimensional input and the same test set (n = 103,382), the proposed model achieves an MAE of 8.5650 days, an RMSE of 13.1118 days and a 15-day accuracy of 79.50%, outperforming the lowest-MAE best baseline GBM (MAE 10.3951, RMSE 15.8021, 15-day accuracy 74.35%) on all three metrics (MAE improved by 1.83 days, about 17.6%; 15-day accuracy improved by 5.15 percentage points). The gap is statistically significant under paired Wilcoxon signed-rank, paired t-test and McNemar tests (all p < 0.001), with a 95% confidence interval of [−1.8687, −1.7906] that excludes zero; in a 14-window walk-forward retrain-and-retest protocol the proposed model beats GBM 12 to 2, demonstrating robustness across temporal splits. The main contribution is that, under identical feature input, combining a heterogeneous graph structure with cross-split causal history and a composite design significantly surpasses the best baseline GBM on return-time prediction, providing a quantifiable technical basis for stores to proactively contact customers at the right time.
    顯示於類別:[資訊工程學系碩士在職專班 ] 博碩士論文

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