Sagar Thacker commited on
Commit
542fd56
·
1 Parent(s): 77aa42d

update to app.py

Browse files
Files changed (1) hide show
  1. app.py +6 -6
app.py CHANGED
@@ -109,12 +109,12 @@ def cal_result(alpha, month):
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  with gr.Blocks() as demo:
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  gr.Markdown("""There are two models with the difference with the damped parameter. Why are there two models? Why do we use damping?
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-
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- 1. **Realistic Forecasts**: In many real-world scenarios, it's unlikely for a trend to continue indefinitely at the same rate. For example, if sales of a product are increasing, they might not keep increasing forever at the same rate. After a certain point, the growth might slow down. Damping takes this into account.
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- 2. **Avoid Over-optimistic or Pessimistic Predictions**: Without damping, the model could make overly optimistic (for upward trends) or overly pessimistic (for downward trends) predictions for long-term forecasts.
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- 3. **Stability**: Damped models often provide more stable long-term forecasts, especially when the data has some inherent variability or noise.""")
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  with gr.Row():
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  alpha = gr.Dropdown(choices=["0.1", "0.05", "0.01"], label="Significance level", info="The significance level for the confidence intervals.", value="0.05")
 
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  with gr.Blocks() as demo:
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  gr.Markdown("""There are two models with the difference with the damped parameter. Why are there two models? Why do we use damping?
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+
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+ **Realistic Forecasts**: In many real-world scenarios, it's unlikely for a trend to continue indefinitely at the same rate. For example, if sales of a product are increasing, they might not keep increasing forever at the same rate. After a certain point, the growth might slow down. Damping takes this into account.
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+
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+ **Avoid Over-optimistic or Pessimistic Predictions**: Without damping, the model could make overly optimistic (for upward trends) or overly pessimistic (for downward trends) predictions for long-term forecasts.
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+
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+ **Stability**: Damped models often provide more stable long-term forecasts, especially when the data has some inherent variability or noise.""")
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  with gr.Row():
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  alpha = gr.Dropdown(choices=["0.1", "0.05", "0.01"], label="Significance level", info="The significance level for the confidence intervals.", value="0.05")