#SMAPC
クララチャームウッドさん、好きだ…
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【Cover】Bansanka【Klara Charmwood】#shorts #nijisanji
YouTube video by Klara Charmwood 【NIJISANJI EN】
youtube.com
April 12, 2026 at 1:57 PM
I’d say my favourite cover so far from Klara (*´꒳`*)

youtube.com/shorts/SmaPc...
【Cover】Bansanka【Klara Charmwood】#shorts #nijisanji
YouTube video by Klara Charmwood 【NIJISANJI EN】
youtube.com
October 15, 2025 at 8:31 AM
🔹 Post 7: Forecast Stability in the Real World – Industry Insights
Forecast stability isn’t just academic—it’s operational gold.
In Mastering Modern Time Series Forecasting → Check it out:

valeman.gumroad.com/...

Case studies from retail, energy, and finance
How to monitor SMAPC, MQC, SDC
August 12, 2025 at 4:01 PM
→ Vertical Stability: Stop wild swings in revisions (e.g., Dec forecast changing drastically each week)
→ Horizontal Stability: Eliminate erratic zig-zags across your horizon
2️⃣ Quantify the Chaos: Measure instability with MAC (Mean Absolute Change) & sMAPC (symmetric Mean Abs % Change)
August 11, 2025 at 7:51 PM
In Mastering Modern Time Series Forecasting → Get the Book, I dive into:
✅ Rolling-origin cross-validation
✅ Drift detection with ADWIN, DDM, PELT
✅ Forecast stability metrics like SMAPC
✅ Model comparison with Diebold-Mariano test

#TimeSeries #Forecasting #ModelEvaluation
August 6, 2025 at 5:38 PM
In real-world settings (retail, energy, finance), planners care about stability just as much as accuracy.
Volatile forecasts disrupt operations, break trust, and increase costs.
SMAPC is designed for rolling-origin and live evaluation—perfect for high-stakes environments.
July 24, 2025 at 4:01 PM
📊 Symmetric Mean Absolute Percentage Change (SMAPC) is a powerful, underused metric that quantifies forecast revision—how much your forecasts change between runs.

How much does your model "change its mind" when new data arrives?
👀 Why does this matter?
July 24, 2025 at 4:01 PM
🚨 Forecast Accuracy ≠ Forecast Stability

We often obsess over accuracy metrics like RMSE or sMAPE to judge our forecasting models. But there's a hidden trap: a model can be accurate yet unstable—constantly changing its mind with each new update.

That’s where SMAPC comes in.
July 24, 2025 at 4:01 PM