# Logic for calculating E-values import gradio as gr # Initialize the probabilities with Alejandro's initial beliefs prob_storm = 0.5 # Probability of a storm prob_norot_sweet = 0.6 # Probability of no sugar increase without storm prob_typical_sweet = 0.3 # Probability of typical sugar increase without storm prob_high_sweet = 0.1 # Probability of high sugar increase without storm # E-Value without model to be used for comparison e_value_without_model = 928500 # Logic for calculating E-values def calculate_e_values(prob_storm, prob_botrytis, prob_norot_sweet, prob_typical_sweet, prob_high_sweet, sensitivity=0.83, specificity=0.87): # Market revenues per bottle for each Riesling type revenue_per_bottle = { "Trocken": 5, "Kabinett": 10, "Spätlese": 15, "Auslese": 30, "Beerenauslese": 40, "Trockenbeerenauslese": 120 } # Number of cases produced under different scenarios cases = { "Harvest Now": {"Trocken": 6000, "Kabinett": 2000, "Spätlese": 2000}, "Storm-No Mold": {"Trocken": 5000, "Kabinett": 1000}, "Storm-Mold": {"Trockenbeerenauslese": 2000}, "No Storm-No Sugar": {"Trocken": 6000, "Kabinett": 2000, "Spätlese": 2000}, "No Storm-Typical Sugar": {"Trocken": 5000, "Kabinett": 1000, "Spätlese": 2500, "Auslese": 1500}, "No Storm-High Sugar": {"Trocken": 4000, "Kabinett": 2500, "Spätlese": 2000, "Auslese": 1000, "Beerenauslese": 500} } prob_storm_corrected = prob_storm * sensitivity + (1 - prob_storm) * (1 - specificity) prob_no_storm_corrected = (1 - prob_storm) * specificity + prob_storm * (1 - sensitivity) # Revenue calculations for different scenarios storm_revenue = (prob_botrytis * cases["Storm-Mold"]["Trockenbeerenauslese"] * 12 * revenue_per_bottle["Trockenbeerenauslese"]) + \ ((1 - prob_botrytis) * (cases["Storm-No Mold"]["Trocken"] * 12 * revenue_per_bottle["Trocken"] + cases["Storm-No Mold"]["Kabinett"] * 12 * revenue_per_bottle["Kabinett"])) no_sugar_revenue = cases["No Storm-No Sugar"]["Trocken"] * 12 * revenue_per_bottle["Trocken"] + \ cases["No Storm-No Sugar"]["Kabinett"] * 12 * revenue_per_bottle["Kabinett"] + \ cases["No Storm-No Sugar"]["Spätlese"] * 12 * revenue_per_bottle["Spätlese"] typical_sugar_revenue = cases["No Storm-Typical Sugar"]["Trocken"] * 12 * revenue_per_bottle["Trocken"] + \ cases["No Storm-Typical Sugar"]["Kabinett"] * 12 * revenue_per_bottle["Kabinett"] + \ cases["No Storm-Typical Sugar"]["Spätlese"] * 12 * revenue_per_bottle["Spätlese"] + \ cases["No Storm-Typical Sugar"]["Auslese"] * 12 * revenue_per_bottle["Auslese"] high_sugar_revenue = cases["No Storm-High Sugar"]["Trocken"] * 12 * revenue_per_bottle["Trocken"] + \ cases["No Storm-High Sugar"]["Kabinett"] * 12 * revenue_per_bottle["Kabinett"] + \ cases["No Storm-High Sugar"]["Spätlese"] * 12 * revenue_per_bottle["Spätlese"] + \ cases["No Storm-High Sugar"]["Auslese"] * 12 * revenue_per_bottle["Auslese"] + \ cases["No Storm-High Sugar"]["Beerenauslese"] * 12 * revenue_per_bottle["Beerenauslese"] # Calculate the total revenue and determine the recommended action total_revenue = (storm_revenue * prob_storm_corrected) + \ ((no_sugar_revenue * prob_norot_sweet) + (typical_sugar_revenue * prob_typical_sweet) + (high_sugar_revenue * prob_high_sweet)) * prob_no_storm_corrected e_value = total_revenue recommended_action = "Wait" if total_revenue > 928500 else "Harvest Now" return f"Expected Value (E-value) of the Decision: ${e_value}", f"Recommended Course of Action: {recommended_action}" # Gradio interface setup iface = gr.Interface( fn=calculate_e_values, inputs=[ gr.Slider(0, 1, step=0.01, label="Probability of Storm", value=prob_storm), gr.Slider(0, 1, step=0.01, label="Probability of Botrytis if Storm", value=0.1), gr.Slider(0, 1, step=0.01, label="Probability of No Sugar Increase", value=prob_norot_sweet), gr.Slider(0, 1, step=0.01, label="Probability of Typical Sugar Increase", value=prob_typical_sweet), gr.Slider(0, 1, step=0.01, label="Probability of High Sugar Increase", value=prob_high_sweet) ], outputs=["text", "text"], title="Wine Production Decision Model" ) # Run the Gradio app iface.launch(share=True)